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adam1399

September 28, 2011

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The five digit number 8a2bc and 3a8bc are both perfect squares. What is the product of axc
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can u help me sove m: ((3)/(8))(2m-5)-2(m+3)-5+2m-(m-2)/(6)=7(3m+1)/(4)-(m-5)/(24)
1
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how might soil texture affect the growth of plants
Biology Science
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How might the organic content of soil might affect plant growth
Science biology
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two integers are selected from the first 1024 positive integral perfect squares. what is the probability that both of these umbers are fifth powers of integers?
math brain teasers
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Amy and Betty roll a fair cubical die numbered from 1 to 6. find the probability that Amy rolla a higher number than betty.
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THE squares of three positive integers are in arithmetic progression and the third integer is 12 greater than the first. find the second integer.
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a five digit base ten number is the fourth power of an integer. the sum of the first, third and fifth digits equals the sum of the second and fourth digits. what digit is in the thousands place.
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The exponent of the greatest power of 40 that will divide into 80! with no remainder is:
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find the sum of aall possible four digit numbers that can be formed usind the digits 2,4,5,6,7 and 8 with no repeated digits.
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If f is a function such that for all integers 'm' and 'n', f ('m',1) = 'm' +1 and f ('m','n') =f ('m' +2, 'n'-3), then f (984 967) equals?
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Peter and Diane have the same average in mathematics. on the next test, diane scored 97%, and her average improved to 90%, put peter scored 73% and his average decreased to 87%. how many tests had preceded the last test?
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a series of 384 consecutive odd integers has a sum that is a perfect fourth power of a positive integer. find the smallest possible sum for this series.
math
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The average of 7 numbers is 3.5. When 3 more are added, the average is 2.9. What is the average of the last three numbers?
7
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Find the 9th number in the 121st row:                 1               2 3             6 5 4          7 8 9 10     15 14 13 12 11   16 17 18 19 20 2128 27 26 25 24 23 22
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Please can u help me find the sum of all five digit numbers that can be formed by using the digits 2, 3, 5, 7 and 8, where each digit appears in each number.
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If the number 6ab723 is divisible by 33, what is the maximum possible value of a?
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Find the sum of the proper divisors of the sum of the proper divisors of the number 432. (Suppose to be repeated like that)
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The function a*b is defined as a*b=2a-3b+ab. If a*2=14, find a.
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If a and b are different prime numbers, how many factors does (a^(3) b^(5))^(4) have?
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