Question

Determine the appropriate measure for each description. (which statement should be measured by volume or surface area)

A. Amount of confetti stuffed in a tube.
B. amount of soup in a can
C. amount of paper to cover a can
D. amount of paint for outside of tube
E. amount of cardboard to make a tube
6. amount of dirt in a flower pot

Answer 1

appropriate measures for each description:

A. **Amount of confetti stuffed in a tube:** Volume, as it refers to the space occupied by the confetti within the tube.

B. **Amount of soup in a can:** Volume, as it refers to the quantity of soup the can holds.

C. **Amount of paper to cover a can:** Surface area, as it refers to the total area needed to cover the can.

D. **Amount of paint for the outside of a tube:** Surface area, as it refers to the area of the outer surface of the tube that needs to be painted.

E. **Amount of cardboard to make a tube:** Surface area, as it refers to the area of the cardboard needed to form the structure of the tube.

F. **Amount of dirt in a flower pot:** Volume, as it refers to the space occupied by the dirt within the pot.

Answer 2

To decide between volume and surface area, consider if the measure involves filling space or covering surfaces. Volume is used for the amount within containers like tubes, cans, and pots. Surface area applies to covering or creating surfaces of objects like cans and tubes.

Step-by-step explanation:

To determine whether to measure volume or surface area for the given descriptions, consider what is being measured.

Amount of confetti stuffed in a tube (Volume)

Amount of soup in a can (Volume)

Amount of paper to cover a can (Surface Area)

Amount of paint for the outside of a tube (Surface Area)

Amount of cardboard to make a tube (Surface Area)

Amount of dirt in a flower pot (Volume)

For instances involving filling an object or space with material such as confetti, soup, or dirt, volume is the appropriate measure. When you're covering an object or determining the amount of material needed to create an object's surface, such as paper, paint, or cardboard, surface area is the correct measure.