*PLEASE ANSWER* Compare the volume of these two shapes, given their radii and heights are the same .

The correct option is;

Left object volume = right object volume

Step-by-step explanation:

The shapes given in the question are two circular cones that have equal base radius and equal height

The formula for the volume, V of a circular cone = 1/3 × Base area × Height

The base area of the two shapes are for the left A = π·r², for the right A = π·r²

The heights are the same, therefore, the volume are;

For the left

= 1/3×π·r²×h

For the right

= 1/3×π·r²×h

Which shows that

1/3×π·r²×h  = 1/3×π·r²×h and  = , therefore, the volumes are equal and the correct option is left object volume = right object volume.