$SA\ =\ \left(\ 2\ \ \pi\ \ r\ \ h\right)\ +\ \left(\ 2\ \ \pi\ \ r^2\right)$ 

Calculate the Surface Area of this cylinder.

 $V\ =\ \ \pi\ r^2\ h$ 

Calculate the Volume of this cylinder.

 $V\ =\ \pi\ r^2\ h$  

A cylinder swimming pool has a diameter of 7.4 m and a height of 2.4 m. What is the volume of the pool? 

 $SA\ =\ \left(\ 2\ \pi\ r\ h\right)\ +\ \left(\ 2\ \pi\ r^2\right)$  

Calculate the Surface Area of this paint cylinder.

 $V\ =\ \pi\ r^2\ h$  

Calculate the Volume of this paint cylinder.

 $V\ cylinder=\ \pi\ r^2\ h$   $V\ rec\tan gle\ =\ l\ \times w\times h$  

The figure shown below is composed of a rectangular prism and two half cylinders. Which is closest to the volume of the figure?

 $V\ =\ l\times w\times h$  

Find the volume of this cube using the formula above.

What are units² used to calculate?

What are units³ used to calculate?