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Danfun

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sajjad

December 25, 2011

sajjad

December 25, 2011

hi i m sajjad

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1
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The price of Nintendo3DS was $380, then was decreased down to $250, what's the percent change?
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Solving a quadratic inequality by graphing is not difficult if you remember the basics of graphing a quadratic equation. When graphing quadratic inequalities, first graph the quadratic equation then pick a point that is not on the parabola itself and plug it into the original inequality. If the statement is true, shade in the area where that point lies. If the statement is false, shade in the other area. Instant Math Q & A Transcript Submit Sketch The Graph Of The Inequalityy > Xsquared - X + 10 Navjot002 on September 28, 2010 then you shade in the middle.  yankeekid on September 29, 2010 Then you shade in the middle.  yankeekid on September 29, 2010 How Would You Solve A Quadratic Equation By Graphing????? priscilla029 on July 12, 2010 u have to know the a, b, and c in a quadratic equation. remember the eq by "x ... Fang on July 12, 2010 In the y= form of the quadratic functiony=a(x-p)^2 +qthere's a lot of useful inf... suehellman on July 13, 2010 http://www.purplemath.com/modules/solvquad5.htm  , this might help. but if ... mimo005 on July 13, 2010 How Do You Know If You Should Graph Up Or Down?Solving a quadratic inequality by graphing is not difficult if you remember the basics of graphing a quadratic equation. When graphing quadratic inequalities, first graph the quadratic equation then pick a point that is not on the parabola itself and plug it into the original inequality. If the statement is true, shade in the area where that point lies. If the statement is false, shade in the other area. Instant Math Q & A Transcript Submit Sketch The Graph Of The Inequalityy > Xsquared - X + 10 Navjot002 on September 28, 2010 then you shade in the middle.  yankeekid on September 29, 2010 Then you shade in the middle.  yankeekid on September 29, 2010 How Would You Solve A Quadratic Equation By Graphing????? priscilla029 on July 12, 2010 u have to know the a, b, and c in a quadratic equation. remember the eq by "x ... Fang on July 12, 2010 In the y= form of the quadratic functiony=a(x-p)^2 +qthere's a lot of useful inf... suehellman on July 13, 2010 http://www.purplemath.com/modules/solvquad5.htm  , this might help. but if ... mimo005 on July 13, 2010 How Do You Know If You Should Graph Up Or Down?Solving a quadratic inequality by graphing is not difficult if you remember the basics of graphing a quadratic equation. When graphing quadratic inequalities, first graph the quadratic equation then pick a point that is not on the parabola itself and plug it into the original inequality. If the statement is true, shade in the area where that point lies. If the statement is false, shade in the other area. Instant Math Q & A Transcript Submit Sketch The Graph Of The Inequalityy > Xsquared - X + 10 Navjot002 on September 28, 2010 then you shade in the middle.  yankeekid on September 29, 2010 Then you shade in the middle.  yankeekid on September 29, 2010 How Would You Solve A Quadratic Equation By Graphing????? priscilla029 on July 12, 2010 u have to know the a, b, and c in a quadratic equation. remember the eq by "x ... Fang on July 12, 2010 In the y= form of the quadratic functiony=a(x-p)^2 +qthere's a lot of useful inf... suehellman on July 13, 2010 http://www.purplemath.com/modules/solvquad5.htm  , this might help. but if ... mimo005 on July 13, 2010 How Do You Know If You Should Graph Up Or Down?Solving a quadratic inequality by graphing is not difficult if you remember the basics of graphing a quadratic equation. When graphing quadratic inequalities, first graph the quadratic equation then pick a point that is not on the parabola itself and plug it into the original inequality. If the statement is true, shade in the area where that point lies. If the statement is false, shade in the other area. Instant Math Q & A Transcript Submit Sketch The Graph Of The Inequalityy > Xsquared - X + 10 Navjot002 on September 28, 2010 then you shade in the middle.  yankeekid on
graphing a quadratic inequality
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"Example Problem Videos Concept Problem 1 Problem 2 Problem 3 Related Videos Percents 14359 views Defining Variables 13149 views Additive and Multiplicative Inverses 11336 views Suggested Maps Map start with Order of Operations by bbrinces Basic Algebra by Charles Map start with Order of Operations by emmabierley Algebra 2, 1.1-1.2, Real Numbers and Polynomials: Basic Operations by MrsNixon Order of operations by Ashley14" right?
order of operations
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Mixture Problems Want Ad-Free Videos? Some word problems using systems of equations involve mixing two quantities with different prices. To solve mixture problems, knowledge of solving systems of equations. is necessary. Most often, these problems will have two variables, but more advanced problems have systems of equations with three variables. Other types of word problems using systems of equations include rate word problems and work word problems. Instant Math Q & A Transcript Submit Evan Drives Half Way Home At 20mph Then Speeds Up And Drives The Rest Of The Way At 30mph. What Is His Average Speed For The Entire Drive? yasmine1993 on October 17, 2011 25 mph duh! Danfun on 17 minutes ago 132t-16t^2=0 sandra52 on August 22, 2011 Find Two Consecutive Even Integers Such That Twice The Smaller Diminished By Twenty Is Equal To The Larger admir002 on November 07, 2010 From the words, you are  saying s + 2 = 2*(s-20), right?  Hope this he... Steve204 on November 07, 2010 22,2422 × 2 = 44.44-20 = 2424=24:) tori. on November 08, 2010 How Many Grams Of Sugar Must Be Added To 100 Grams Of A 30% Solution To Obtain A 50% Solutions Joann029 on April 26, 2010 ok. this question is worded weirdly. or maybe i misunderstood it but i think it ... Sandesh on April 26, 2010 200/3 grams dancinraven on April 26, 2010 Two hundred/three I think. firedevilxx on April 26, 2010 If Θ Is An Acute Angle And Sin Θ = 12, Then Cos Θ = victor108 on April 03, 2010 Victor - You might want to double check the wording of the problem because: =-... Steve204 on April 04, 2010 sin θ can't be 12 Nini007 on April 04, 2010 2x(2x^2-2)=12 Serafin003 on February 19, 2010 41 Pounds Of Candy 1st Kind 3.41 Per Pound 2nd .92 Per Pound Totall 109.93 How Many Pounds Of Each cathy060 on February 12, 2010 What If You Have Two Variables And You Don't Know How Many Raisins And Peanuts To Add To Get A Set Price. Taylor140 on January 08, 2010 hi, taylor140, can you please clarify this problem? so then, i might be able to ... KrazzMadden on January 08, 2010 um, i'm not sure what you meant for this one, but i guess you could always solve... Glee on January 08, 2010 SIR/MADAM PROBLEM 2 FROM MIXTURE PROBLEMS IS NOT EXECUTING PROPERLY qaiser001 on November 02, 2009 hi, it's loading for me. If you are having issues loading the videos, you might ... leeseuh on November 02, 2009 what she said.. morethanmeetsureye._is_my_name on October 18, 2010 Example Problem Videos Concept Problem 1 Problem 2 Related Videos Rate Word Problems 5318 views Work Word Problems 4073 views Coin Word Problems 3426 views Suggested Maps Basic Algebra by Charles Linear Equation Word Problems by danid Algebra MM5 3.1.1 (Chest of drawers): Coin and Mixture Word Problems by Peter385 Map start with Physical Matter Properties - Chemical Matter Properties by Rizwan002 Map start with Mixture Problems by elthon Mixture Problems Want Ad-Free Videos? Some word problems using systems of equations involve mixing two quantities with different prices. To solve mixture problems, knowledge of solving systems of equations. is necessary. Most often, these problems will have two variables, but more advanced problems have systems of equations with three variables. Other types of word problems using systems of equations include rate word problems and work word problems. Instant Math Q & A Transcript Submit Evan Drives Half Way Home At 20mph Then Speeds Up And Drives The Rest Of The Way At 30mph. What Is His Average Speed For The Entire Drive? yasmine1993 on October 17, 2011 25 mph duh! Danfun on 17 minutes ago 132t-16t^2=0 sandra52 on August 22, 2011 Find Two Consecutive Even Integers Such That Twice The Smaller Diminished By Twenty Is Equal To The Larger admir002 on November 07, 2010 From the words, you are  saying s + 2 = 2*(s-20), right?  Hope this he... Steve204 on November 07, 2010 22,2422 × 2 = 44.44-20 = 2424=24:) tori. on November 08, 2010 How Many Grams Of Sugar
mixture problems
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Ask A Question...Parabola Focus Want Ad-Free Videos?A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measured In Forming A Conic. The Line Perpendicular To The Directrix And Passing Through The Focus Is Called The Axis Of Symmetry.A Parabola Is The Curve Formed From All Points That Are Equidistant From The Directrix And The Focus. The Parabola Focus Is A Point From Which Distances Are Measured In Forming A Conic And Where These Distances Converge. A Parabola Directrix Is A Line From Which Distances Are Measu
focus and directrix of a parabola
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what is the square root of 5326?
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Do glands have a development called "Atiliational metamorphosis Polymerization" that was tested out secretly by the government about 9 years and was nicknamed as "Mehikan" because it was radioactive ?
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multiplying larger degree polynomials using distributing
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Johnny Depp got his test scores back:10,100,87,12,5,43,0,91,and 15,what's his average?
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Are there some traits still in the offspring from the parents?
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Thomas is 2 years older than George, who's 7 years less than Anna, who's 16 years older than Max, who is twice as old as Sam, who is 1. Find all of their ages.
age word problems
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Why are structures of hydromechanic atoms have ion radiations?
atomic structure
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Are antlers of stags like the big biceps and abs of a man?
behavioral ecology
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Work Word Problems Want Ad-Free Videos? It is possible to solve word problems when two people are doing a work job together by solving systems of equations. To solve a work word problem, multiply the hourly rate of the two people working together times the time spent working to get the total amount of time spent on the job. Knowledge of solving systems of equations is necessary to solve these types of problems. Instant Math Q & A Transcript Submit A 10 Kg Box Is Lifted 15m Above The Ground By A Construction Crane. With What Velocity Would The Box Strike The Ground If I Were To Fall? jessicawestcott on November 04, 2011 A 5.0 Kg Textbook Is Raised A Distance Of 30.0 Cm As A Student Pares To Leave For School.How Much Work Did The Student Do On The Book? jessicawestcott on November 04, 2011 At 10AM A Car Leaves A House At A Rate Of 60 Mi/H. At The Same Time Another Car Leaves The Same House At A Rate Of 50 Mi/H In The Opposite Direction. At What Time Will The Cars Be 330 Miles Apart? I Know Rate X Time=Distance But Getting Confused On How To Write The Equation. baseball14 on October 13, 2011 Hey baseball14, These types of problems are tough! I know the answer is 3 hours,... danid on October 13, 2011 Having Issues With Word Problems Please Help! The Length Of A Rectangle Is 4in Greater Than The Width. THe Perimeter Of The Rectangle Is 24in Find The Dimensions Of The Rectangle. baseball14 on October 13, 2011 The perimeter is all the sides added together so you would solve it by doing (2(... nerdygirl34710 on October 13, 2011 Hey baseball14, The equation to find the perimeter is 2l + 2w = 24 so if l = 4 +... danid on October 13, 2011 Invested Money In A CD @ 7.5% Ann Simple Interest. Twice The Amount At 7.5% Was Invested In A 2d CD That Earns 8% Ann Simple Interest. Total Interest Earned From Both 4700, How Much Invested At 7.5% Jodi030 on May 07, 2011 Jodi -Take the words and put them into math equations like this:Let's define our... Steve204 on May 07, 2011 In 1920, The Record For A Certain Race Was 46.2 Sec. In 1970, It Was 45.2 Sec. Let R (T) = The Record In The Race And T = The Number Of Years Sine 1920 Find A Linear Function That Fits The Data. Angela259 on May 01, 2011 Hi Angela -You have two points on this straight or linear line:(x,y) = (0,46.2) ... Steve204 on May 02, 2011 I Am Looking For A Video On Helping Me Find A Formula Or A Easy Way To Solve These Types Of Questions. I Am Struggling And There Were Too Many Choices For Video Links. Can Anyone Help Me Please? Angela259 on May 01, 2011 I Cant Get Your Software To Work So I Decline Trying To Use This Thank You Kimberly179 on March 09, 2011 The Product Of Two Consecutive Intergers Is 19 More Than Their Sum. What Aree The Intergers? Robert612 on February 08, 2011 Robert -Word problems might seem tricky, but the more you do the better you will... Steve204 on February 08, 2011 Let one number be a, the other one is a+1( consecutive) The product is a (a+1)=... chitra003 on February 10, 2011 The Perimeter Of A Sign. The Perimeter Of A Rectangular Sign Is Not To Exceed Soft. The Length Is To Be Twice The Width. What Widths Meet These Conditions? Bridgette024 on January 20, 2011 Speedometer Readings Will Be Proportional To Change In Diameter Of Tire. Ifoldtires Hada Diameter 74cm And The New Ones Have A Diameter79cm, Whats Actual Speed In Kph Be When Speedometer Reads70kph? Anna309 on December 14, 2010 70 * 79/74 = 75 Actually 74.73 kph The speedometer measures how quickly the whe... Peter362 on January 03, 2011 Joanna Recieved A Commission Check For $126 On Her Gross Sales Of $2800. What Is Her Rate Of Commission As A Percent? Anna309 on December 14, 2010 Sara & Jay Are Planning To Paint The Exterior Of Their House Which Is Twice As Long As It Is Wide. Sara Can Paint One Short Side In 6hrs,Jay Can Paint It In 4hrs. How Long For The Whole House? Anna309 on December 14, 2010 Suppose X Is The First Of Three Consecutive Odd Integers. What Expression Describes The Sum Of
work word problems
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Hello, Danfun |Log out Math Math Algebra Geometry Algebra 2 Trigonometry Precalculus Calculus Science Science Biology Chemistry Physics English English Grammar Writing Test Prep Test Prep SAT ACT PSAT AP Q & AMapsTextbook Simplifying Radical Expressions Want Ad-Free Videos? Radical expressions are square roots of monomials, binomials, or polynomials. One way of simplifying radical expressions is to break down the expression into perfect squares multiplying each other. A perfect square, such as 4, 9, 16 or 25, has a whole number square root. Simplifying radical expressions becomes especially important in Geometry when solving formulas and in using the Pythagorean Theorem. Instant Math Q & A Transcript Submit But What Do You Do If Both Numbers Dont Have A Square Root? Ex. 3/7 xavierlopez31 on August 25, 2011 A. Write The Expression (-64)^4/3 In Radical NotaionB. Evaluate The Radical Expression C. Type An Exact Answer, Using Radicals As Needed sandra52 on August 20, 2011 A. Write The Expression (-64)^4/3 In Radical NotaionB. Evaluate The Radical Expression C. Type An Exact Answer, Using Radicals As Needed sandra52 on August 20, 2011 Whatis One Way To Simplify Radicands Claudia083 on April 17, 2011 break downthe expression into perfect squares multiplying each other Claudia083 on April 17, 2011 With radican'ts. Connor080 on April 18, 2011 using radicants Haneefah on April 18, 2011 With radican'ts. ...sydnie... on April 18, 2011 using radicands to help simplify. Charles on April 18, 2011 \/\/l-l47 ()7l-l3125 541l).WHAT OTHERS SAID. ChromeRedCat on April 18, 2011 radicants Talalbarazi on April 19, 2011 Is There A Formula For Figuring A Out The W Of A Walkway Surrounding A 21x30 Garden That Is 1125ft Sq? Katie313 on March 02, 2011 let the width be x(30+2x)(21+2x)=1125solve for x chitra003 on March 06, 2011 Explain Why 28-4√2 ≠24√2 bryceson001 on December 17, 2010 Because let's pretend it is equal for a minute:28 - 4√2 = 24√228 = 2... yankeekid on December 17, 2010 you can subtract irrational unless they have the same root it is like saying why... GURUKID on December 17, 2010 Explain Why 28-4√≠24√2 bryceson001 on December 17, 2010 How Can You Do √4x marilu002 on November 19, 2010 √4x = √4.√x = 2√xhope that helps. Wolf005 on November 20, 2010 Basic laws of radicals...if √x * √y = √xy (IF x and y are REAL... fabianscorpio on November 20, 2010 √4x When you see this sign, √ it basically means that the number tha... Rainey on November 20, 2010 What everyone else said!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!... ChromeRedCat on November 21, 2010 How Do I Simplify This Radical Using The Quotient Rule For Radicals: ^3 Sq Root -27y^36/1000 Lynn092 on July 08, 2010 A Model Is Built Having The Scale Of 1in ;100000ft. How High Would A 35600ft Mountain Be In A Model? Jamery001 on June 22, 2010 0.356 in yankeekid on June 22, 2010 A way to solve this would be setting it up as a proportion.1 in for 100000 ft.x ... Huiho on June 23, 2010 9sqrt12+16sqrt27 Got The Answer Just Need Help How To Show How Got The Answer Kathy177 on June 08, 2010 9√12 +16√27=18√3 +48√3=66√3 lammy. on June 09, 2010 9√12 +16√27This is the original problem.  Now, a 4 can be facto... yankeekid on June 10, 2010 How Is It Different? Provide A Radical Expression For Your Classmates To Simplify. mchollywood on June 02, 2010 How Is Adding Radical Expressions Similar To Adding Polynomial Expressions? mchollywood on June 02, 2010 Why Is It Important To Simplify Radical Expressions Before Adding Or Subtracting? mchollywood on June 02, 2010 Because in order to actually add or subtract the radicals, what's in them needs ... Mariah039 on June 02, 2010 Would Like To See The Step By Step To Arrive At The Answer Peggy033 on May 09, 2010 of what? balletdancer on May 09, 2010 sure y not lammy. on May 20, 2010 √3
simplifying radical expressions
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Ask a question...Parabola Focus Want Ad-Free Videos?A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measured in forming a conic. The line perpendicular to the directrix and passing through the focus is called the axis of symmetry.A parabola is the curve formed from all points that are equidistant from the directrix and the focus. The parabola focus is a point from which distances are measured in forming a conic and where these distances converge. A parabola directrix is a line from which distances are measu
focus and directrix of a parabola
1
answer
down's syndrone can cause anti-mensrating?
reproductive system
2
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Hello, Danfun |Log out Math Math Algebra Geometry Algebra 2 Trigonometry Precalculus Calculus Science Science Biology Chemistry Physics English English Grammar Writing Test Prep Test Prep SAT ACT PSAT AP Q & AMapsTextbook Solving Quadratic Equations by Factoring Want Ad-Free Videos? When we solve quadratic equations, we have several different methods that we can choose from. Solving quadratic equations by factoring is just one of those methods. When solving quadratic equations by factoring, we set one side of the equation to zero and then factor the quadratic equation so that we can use the zero product property to determine where x = 0. Quadratic equations can also be solved by using square roots, completing the square or the quadratic formula. Instant Math Q & A Transcript Get unlimited answers for free! Want unlimited step-by-step solutions too? Try a 7 day free trial, only 4.99 after that. Example Problem Videos Concept Problem 1 Problem 2 Problem 3 Problem 4 Related Videos Dilations of Quadratic Graphs 3117 views Vocabulary of Quadratic Polynomials 2332 views Solving Quadratic Equations Using Square Roots 6149 views Suggested Maps All You Need To Know About Quadratics by Charles Algebra MM4 3.1 (Bear): Solving Quadratic Equations by Factoring by Peter385 Quadratic equation by Jiawa001 Unsaved map by Ishaan Study Map For 9th Grade by jarod14 Hello, Danfun |Log out Math Math Algebra Geometry Algebra 2 Trigonometry Precalculus Calculus Science Science Biology Chemistry Physics English English Grammar Writing Test Prep Test Prep SAT ACT PSAT AP Q & AMapsTextbook Solving Quadratic Equations by Factoring Want Ad-Free Videos? When we solve quadratic equations, we have several different methods that we can choose from. Solving quadratic equations by factoring is just one of those methods. When solving quadratic equations by factoring, we set one side of the equation to zero and then factor the quadratic equation so that we can use the zero product property to determine where x = 0. Quadratic equations can also be solved by using square roots, completing the square or the quadratic formula. Instant Math Q & A Transcript Submit Solve: X2+X-6=0 danid011 on October 10, 2011 X2+X-6=0 (X+3)(X-2)=0 X=-3 or2 bumsoo_twentysix on October 10, 2011 X^2+18x4=0 gbme2004 on August 19, 2011 Whats The Answer To 8x Squared + 21=-59x leo062 on February 07, 2011 8x^2 + 21 = -59xadd 59x to both sides8x^2 + 59x + 21 = 0Well the factors of 21 a... John_Doe on February 08, 2011 John Does answer is correct but just make sure that you show all of the work so ... Abby059 on February 08, 2011 Can Someone PLZ Help Me Factor: (6x^2 - 11x - 6) Peter364 on January 22, 2011 use quadratic formula. it cannot be factored gibby. on January 22, 2011 What Is Process Of Factoring To End Up On X= 1/2, X= -2/3 With This Equation 6x2 +X-2=0. Thanks In Advance arianna019 on December 06, 2010 Take the 2 outer terms and multiply...6*2 = 12figure out which factors out 12 = ... fabianscorpio on December 07, 2010 How Would I Solve 11nsquard - 64n + 94 = 3nsquared -2 Andre079 on December 05, 2010 11n2-64n+94-3n2+2=08n2-64+96=08(n2-8+12)=0(n-6)(n-2)=0n=6n=2 gibby. on December 06, 2010 How Do I Know When To Use Factoring, Square Roots Or Completing The Square? Darien008 on November 23, 2010 It is mostly intuitive, square roots are when only with one term, factoring as t... John_Doe on November 23, 2010 (8+2i)(7-3i) Can Someone Help Me Im Getting 56-34i The Answer On Here Say 62-10i veronica093 on November 06, 2010 FOILF = 8*7 = 56O = 8*-3i = -24iI = 2i*7 = 14iL = 2i*-3i = -6i^2 = +6 [remember ... fabianscorpio on November 06, 2010 56 + 14i -24i -6i^256 + 6 - 10i62 - 10i yankeekid on November 06, 2010 Use FOIL treat i like a varable What_ok on November 07, 2010 remember that i^2=-1 gibby. on November 07, 2010 Show My Problem By Factoring veronica093 on November 05, 2010 Post the problem here. Stoichiometry on November 05, 2010 You didn't post the problem!! AH YU
solving quadratic equations by factoring
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Math Math Algebra Geometry Algebra 2 Trigonometry Precalculus Calculus Science Science Biology Chemistry Physics English English Grammar Writing Test Prep Test Prep SAT ACT PSAT AP Q & AMapsTextbook Solving Quadratic Equations by Factoring Want Ad-Free Videos? When we solve quadratic equations, we have several different methods that we can choose from. Solving quadratic equations by factoring is just one of those methods. When solving quadratic equations by factoring, we set one side of the equation to zero and then factor the quadratic equation so that we can use the zero product property to determine where x = 0. Quadratic equations can also be solved by using square roots, completing the square or the quadratic formula. Instant Math Q & A Transcript Submit Hello, Danfun |Log Out Math Math Algebra Geometry Algebra 2 Trigonometry Precalculus Calculus Science Science Biology Chemistry Physics English English Grammar Writing Test Prep Test Prep SAT ACT PSAT AP Q & AMapsTextbook Solving Quadratic Equations By Factoring Want Ad-Free Videos? When We Solve Quadratic Equations, We Have Several Different Methods That We Can Choose From. Solving Quadratic Equations By Factoring Is Just One Of Those Methods. When Solving Quadratic Equations By Factoring, We Set One Side Of The Equation To Zero And Then Factor The Quadratic Equation So That We Can Use The Zero Product Property To Determine Where X = 0. Quadratic Equations Can Also Be Solved By Using Square Roots, Completing The Square Or The Quadratic Formula. Instant Math Q & A Transcript Get Unlimited Answers For Free! Want Unlimited Step-By-Step Solutions Too? Try A 7 Day Free Trial, Only 4.99 After That. Example Problem Videos Concept Problem 1 Problem 2 Problem 3 Problem 4 Related Videos Dilations Of Quadratic Graphs 3117 Views Vocabulary Of Quadratic Polynomials 2332 Views Solving Quadratic Equations Using Square Roots 6149 Views Suggested Maps All You Need To Know About Quadratics By Charles Algebra MM4 3.1 (Bear): Solving Quadratic Equations By Factoring By Peter385 Quadratic Equation By Jiawa001 Unsaved Map By Ishaan Study Map For 9th Grade By Jarod14 Hello, Danfun |Log Out Math Math Algebra Geometry Algebra 2 Trigonometry Precalculus Calculus Science Science Biology Chemistry Physics English English Grammar Writing Test Prep Test Prep SAT ACT PSAT AP Q & AMapsTextbook Solving Quadratic Equations By Factoring Want Ad-Free Videos? When We Solve Quadratic Equations, We Have Several Different Methods That We Can Choose From. Solving Quadratic Equations By Factoring Is Just One Of Those Methods. When Solving Quadratic Equations By Factoring, We Set One Side Of The Equation To Zero And Then Factor The Quadratic Equation So That We Can Use The Zero Product Property To Determine Where X = 0. Quadratic Equations Can Also Be Solved By Using Square Roots, Completing The Square Or The Quadratic Formula. Instant Math Q & A Transcript Submit Solve: X2+X-6=0 Danid011 On October 10, 2011 X2+X-6=0 (X+3)(X-2)=0 X=-3 Or2 Bumsoo_twentysix On October 10, 2011 X^2+18x4=0 Gbme2004 On August 19, 2011 Whats The Answer To 8x Squared + 21=-59x Leo062 On February 07, 2011 8x^2 + 21 = -59xadd 59x To Both Sides8x^2 + 59x + 21 = 0Well The Factors Of 21 A... John_Doe On February 08, 2011 John Does Answer Is Correct But Just Make Sure That You Show All Of The Work So ... Abby059 On February 08, 2011 Can Someone PLZ Help Me Factor: (6x^2 - 11x - 6) Peter364 On January 22, 2011 Use Quadratic Formula. It Cannot Be Factored Gibby. On January 22, 2011 What Is Process Of Factoring To End Up On X= 1/2, X= -2/3 With This Equation 6x2 +X-2=0. Thanks In Advance Arianna019 On December 06, 2010 Take The 2 Outer Terms And Multiply...6*2 = 12figure Out Which Factors Out 12 = ... Fabianscorpio On December 07, 2010 How Would I Solve 11nsquard - 64n + 94 = 3nsquared -2 Andre079 On December 05, 2010 11n2-64n+94-3n2+2=08n2-64+96=08(N2-8+12)=0(N-6)(N-2)=0n=6n=2 Gibby. On December 06, 2010 How Do I Know
solving quadratic equations by factoring
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The discriminant is a really handy tool when you think you're getting a weird answer. Here's why. The discriminant tells you how many solutions there are to quadratic equation or how many x intercepts there are for a parabola. It doesn't tell you what those numbers are like what the x intercept values are, it just tells you how many of them there should be. And it sounds like that's not useful but it actually is especially when you're checking your work. So here is what it looks like. The discriminant is the formula b squared minus 4ac remembering that a, b and c are the coefficients of your quadratic in standard form. It tells you the number of solutions to a quadratic equation. If the discriminant is greater than zero, there are two solutions. If the discriminant is less than zero, there are no solutions and if the discriminant is equal to zero, there is one solution. This is something you just kind of have to memorize. It goes hand in hand with the quadratic formula. So if you guys have learned that, this will make a lot of sense. If you haven't learnt the quadratic formula yet you'll probably learn it tomorrow in math class. Just know that, what you're looking at is whether or not b squared minus 4ac is greater than zero, less than zero or equal to zero. And it tells me how many answers I should have. It doesn't tell me what the answers are just how many of them I should have in order to get the problem correct.
the discriminant
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am i alone in here?
cladistics
1
answer
how many humans are there in the world EXACTLY!?
evolution of populations
0
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ionization energies have reactivates ions?
ionization energy periodic trends
0
answers
natural selection
0
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sounds fine to me
phlogenetic tree
0
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Inequalities don't follow different rules than equations when dealing with multiplication. Solving inequalities using multiplication involves watching for negative numbers. When we multiply both sides by a negative number we must change the direction of the inequality sign. This happens when using multiplicative inverses to simplify the way we would when solving multi-step equations.is this true?
solving and graphing inequalities using multiplication or division
8
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what is physics?
physics definition
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Is a saderatatinal gland for males ,females ,or none?
population migration
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Population growth is loosely defined as the change in the amount of individuals of a specials in an area over time. To find the growth rate of a population, we take the number of individuals moving into an area and subtract the number of individuals moving out of an area by taking the birth rate, adding the immigration rate and subtracting the death rate and emigration rate. Two types of population growth are exponential and logistic growth.is this true?
population growth
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If photoelectric effect shows that electrons have 45% energy, how much energy does a proton have?
photoelectric effect
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Molecular electromagnetic spectrums can occur about 10 photon matter reactions through ionic waves in 6 milliseconds, is this true?
electromagnetic spectrum
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say what?
quantum physics
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A dude invests $90000 and interest rate of 6.5% in 4 years, what is interest?
percent change
8
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How hot is very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very, very hot?
5
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1605=21x-453
2
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Does pressure pull or push you around when being submerged?
3
answers
What if only China and USA are filled with water?
1
answer
94216/3426=?
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(4,5)(3,6) find m
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Base#1 is 6 ft and Base#2 is 18 ft,height is 4 ft, and the slanted line is 7 ft,what's the area?
1
answer
Batman sees 4 red thugs, 7 blue thugs, 5 yellow thugs, 14 green thugs, 6 purple thugs, 12 pink thugs, 17 orange thugs, and 15 brown thugs, what's the probability of pink thugs he'll beat up?
1
answer
5/6=30/x, x= what?
1
answer
76+2x-21=920x-93
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8*6+17/42-76*-233=?
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