How to solve position, velocity and acceleration problems using differentiation equations.
The definition and importance of homeostasis.
How to define the components and length of a position vector in three dimensions.
Understanding and recognizing mechanical energy.
How to express a position vector algebraically in component form <a,b>, and how to compute its magnitude.
How to write equations describing motion in a straight line given the velocity and the position when t=0.
How to compute the average velocity of an object moving in one dimension.
Learn how to multiply and divide positive and negative numbers.
How to compute the angle between two vectors.
How to identify positive correlations, negative correlations, or no correlation between two variables.
Real word situations that involve operations on positive and negative numbers
How to find the vector and parametric equations of a line when given two points on the line.
How to find a vector normal (perpendicular) to a plane given an equation for the plane.
How to estimate the instantaneous velocity of an object at t=2 by computing average velocities over shorter and shorter intervals of time.
How do we measure sine and cosine of pi/4?
How to compute the average velocity of an object moving in one dimension from a graph of its position vs. time.