Math  /  Calculus

Questionb) g(s)=164.g(s)=g(s)=16^{4} . \quad g^{\prime}(s)=

Studdy Solution

STEP 1

1. The function given is g(s)=164 g(s) = 16^4 .
2. We need to find the derivative g(s) g'(s) .

STEP 2

1. Identify the nature of the function g(s) g(s) .
2. Apply the derivative rules to find g(s) g'(s) .

STEP 3

Identify the nature of the function g(s)=164 g(s) = 16^4 .
Since 164 16^4 is a constant, the function g(s) g(s) is a constant function.

STEP 4

Apply the derivative rules to find g(s) g'(s) .
The derivative of a constant function is zero. Therefore, the derivative g(s) g'(s) is:
g(s)=0 g'(s) = 0
The value of g(s) g'(s) is:
0 \boxed{0}

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