Eric records a measurement in cubic inches. For which type of problem would this measurement be appropriate?
A.
finding the area of a vegetable garden
B.
finding the volume of a paint can
C.
finding the perimeter of a fenced yard
D.
finding the surface area of a gift box
The measurement in cubic inches would be appropriate for finding the volume of a paint can, as volume is typically measured in cubic units.
The measurement recorded in cubic inches would be appropriate for finding the volume of a paint can.
To determine which type of problem Eric's measurement in cubic inches would be appropriate for, we need to understand the concept of cubic inches. Cubic inches is a unit of volume, measuring the amount of space occupied by an object.
A. To find the area of a vegetable garden, we typically use square units like square inches, square feet, or square meters. Cubic inches would not be appropriate here.
B. Finding the volume of a paint can involves measuring the amount of space inside the can. Since cubic inches is a unit of volume, Eric's measurement would be appropriate for this problem.
C. The perimeter of a fenced yard refers to the length of the boundary or outer edge of the yard. Perimeter is typically measured using linear units like inches, feet, or meters. Cubic inches would not be appropriate here.
D. Finding the surface area of a gift box involves measuring the total area of the box's outer surface. Surface area is typically measured using square units like square inches, square feet, or square meters. Cubic inches would not be appropriate here.
Therefore, Eric's measurement in cubic inches would be appropriate for finding the volume of a paint can.