Answer: The height of the cone is

Explanation:
Step 1:-
using formula Volume of the cone given base and height of the cone is

Given Volume of the cone is V = 30 ft^3
Given base of the cone is B = 8 ft^2
Step 2:-

substituting values, we get
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cross multiplication, we get

simplification we get
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Final answer :- The height of the cone is
