Question

Solid A has a volume of 5632 cm³ and solid B has a volume of 11 cm³ how many times larger is solid a than solid b

Answer 1

For this case we know that the volume for the object A is
`V_A = 5632 cm^3`

And for the object B we know that the volume is
`V_B = 11 cm^3`

And we want to find how many times for the solid A is larger than B. And we can find the ratio between the two values and we got:

`(V_A)/(V_B)=(5632 cm^3)/(11 cm^3)= 512`

And for this case the Solid A is 512 times larger than the solid B

Explanation:

For this case we know that the volume for the object A is
`V_A = 5632 cm^3`

And for the object B we know that the volume is
`V_B = 11 cm^3`

And we want to find how many times for the solid A is larger than B. And we can find the ratio between the two values and we got:

`(V_A)/(V_B)=(5632 cm^3)/(11 cm^3)= 512`

And for this case the Solid A is 512 times larger than the solid B