Volume and Surface Area

Which equation uses the correct formula to find the surface area of the shape? Options: $$10\cdot2\cdot3$$ , $$2\cdot10\cdot2 + 2\cdot10\cdot3 + 2\cdot2\cdot3$$ , $$3.14\ \cdot\ 2^2\cdot3$$ , $$2\cdot3.14\ \cdot\ 2^2+2\cdot\ 3.14\cdot\ 2\cdot\ 3$$

Formula to find the volume of the figure shown: $$3.14 \cdot 9^2 \cdot 17$$ , $$3.14 \cdot 4.5^2 \cdot 17$$ , $$3.14 \cdot 17^2 \cdot 9$$ , $$3.14 \cdot 8.5^2 \cdot 9$$

Equation to calculate paint needed for a box with dimensions 9x5x3 inches.

How much soil will fit into a rectangular flower box with length 10 feet, width 3 feet, and height 4 feet?

Formula to calculate paint needed for a cylindrical tank with height 88 feet and radius 25 feet.

Dimensions of cereal box: height = 17.5 inches, length = 9 inches, width = 3.5 inches. What is the formula to calculate the material needed?

Which of the following could be an answer after finding VOLUME? Options: $$25\ ft^2$$ , $$25\ m^3$$ , $$25\ in$$

Which of the following could be an answer after finding SURFACE AREA? Options: $$15\ cm$$ , $$15\ ft^2$$ , $$15\ in^3$$

A soda can is made out of aluminum. It is 12 centimeters tall and has a diameter of 7.5 centimeters. How many square inches of aluminum would be needed to make the can? Which equation is correctly written to solve the problem?

Find the surface area of this shape. What equation correctly represents how you would solve the problem? Options: $$2\cdot3.14\cdot2^2$$ + $$2\cdot3.14\cdot2\cdot10$$ , $$2\cdot3.14\cdot4^2$$ + $$2\cdot3.14\cdot4\cdot10$$ , $$2\cdot3.14\cdot5^2$$ + $$2\cdot3.14\cdot5\cdot4$$ , $$2\cdot3.14\cdot10^2$$ + $$2\cdot3.14\cdot10\cdot4$$