Answer:
Step-by-step explanation:
(A) Volume of prism = Length × width × height
= 11.7 × 5.4 × 9.4 = 593.9 cm³
Option B is the answer.
(B) Volume of cylinder = πr²h
= π × (5)² × 10 = 250π in³
Option D is the answer.
(C) Volume of the square pyramid = 
= 
= 528 cm³
Option C is the answer.
(D) Slant height of the pyramid = 29 ft
Height of the pyramid = 
= 
= 
= 20 ft
Now volume of the pyramid = 
= 11760 ft³
Option A. is the answer.
(E). Volume of sphere = 
3000π = 
(3000π)² = 
(3000π)²(36π) = A³
A³ = 324×(10²)³×(π)³
A = (∛324)×100π
= 688×π = 2158 m²
Option C. is the answer.
(F). Yes. Both the figures are similar because their corresponding sides are in the same ratio.

Option C. 1 : 8 is the answer.