The volume of a basketball is 448.92 cubic inches, and the volume of a baseball is 12.77 cubic inches. How many baseballs would “fit” inside a basketball?
what is 448.92/12.77 ?
The volume of a basketball is 448.92 cubic inches, and the volume of a baseball is 12.77 cubic inches. How many baseballs would “fit” inside a basketball?
35
448.92/12.77=35
To determine how many baseballs can fit inside a basketball, we need to find the ratio of their volumes.
The volume of a basketball is given as 448.92 cubic inches, and the volume of a baseball is given as 12.77 cubic inches.
To find out how many baseballs fit inside a basketball, divide the volume of the basketball by the volume of a baseball:
448.92 cubic inches / 12.77 cubic inches = 35.14 baseballs
Therefore, approximately 35 baseballs would fit inside a basketball.