Question

PLEASE ANSWER FAST!!!!!!

Answer 1

Answer:   Object A, by 0.5 cubic centimeter

Explanation:

$Volume=\frac{Mass}{density}$

Hence volume of object A =$\frac{\text {Mass of object A}}{\text {density of object A}}=\frac{9g}{10g/cm^3}=0.9cm^3$

similarly, volume of object B = $\frac{\text {Mass of object B}}{\text {density of object B}}=\frac{4g}{10g/cm^3}=0.4cm^3$

Hence from above :  volume of A > volume of B

Difference in volume =$(0.9 - 0.4)cm^3=0.5 cm^3$

Hence the correct option is Object A has greater volume and  by 0.5 cubic centimeter

Answer 2

Answer:

A  by 0,5 cubic centimeters

Explanation:

If you use the density equation:

$d=\frac{mass}{volume}$→$v=\frac{m}{d}$

For A:

$v=\frac{9[g]}{10g/cm^3} =0,9[cm^3]$

For B:

$v=\frac{4[g]}{10g/cm^3} =0,4[cm^3]$

Doing the difference A-B=0,5 cubic centimeter