The formula "Force x Distance x Cos(angle)" is used to find (a)   .

Work = if force and displacement are the same direction then work is (a)   .

Work = if the force and displacement are opposite direction then the work is (a)   .

This formula " $$\frac{Work}{Time}$$  " is used to solve for (a)   >

This formula " $$\frac{Force\ x\ Displacement}{Time}$$ " is used to solve for (a)   .

This formula "Mass x Velocity" is used to solve for (a)   .

This formula " $$\frac{1}{2}\ x\ Mass\ x\ Velocity^2$$ " is used to solve for (a)   .

This formula " $$\frac{Mass\ x\ Velocity}{Time}$$ " is used to solve for (a)   .

This formula " $$\frac{Mass\ x\ \left(Vf-Vi\right)}{Time}$$ " is used to solve for (a)   .

If the numbers from both equations, "Force x Time" and "Mass x Velocity" equals the same number. Then this is referred to as (a)   .

The formula "Mass x Gravity x Height" is used to solve for (a)   .

The formula " $\frac{1}{2}\ \times K\ \times X^2$ " is used to solve for (a)   .

In the Formula " $$PEe\ =\ \frac{1}{2}\times\ K\ \times\ X^2$$ " what does the K represent?

(a)  

In the Formula " $$PEe\ =\ \frac{1}{2}\times\ K\ \times\ X^2$$ " what must be done if you are given two distances for $$X^2$$ ?

(a)  

What are the units for force?

(a)  

What are the units for Power?

(a)  

What are the units for Work?

(a)  

For every 1kg of Mass there are how many Units of Force?

(a)