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Use the following function rule to find g(−5v)g(-5v). Simplify your answer.\newlineg(b)=−9bg(b) = -9b\newlineg(−5v)=g(-5v) = __\_\_

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Q. Use the following function rule to find g(−5v)g(-5v). Simplify your answer.\newlineg(b)=−9bg(b) = -9b\newlineg(−5v)=g(-5v) = __\_\_
  1. Identify Function Rule: Identify the function rule and the input value.\newlineThe function rule given is g(b)=−9bg(b) = -9b, and we need to find the value of g(−5v)g(-5v).
  2. Substitute Input Value: Substitute the input value into the function rule.\newlineReplace bb with −5v-5v in the function rule g(b)=−9bg(b) = -9b to find g(−5v)g(-5v).\newlineg(−5v)=−9(−5v)g(-5v) = -9(-5v)
  3. Simplify Expression: Simplify the expression.\newlineMultiply −9-9 by −5v-5v to simplify the expression.\newlineg(−5v)=−9×−5vg(-5v) = -9 \times -5v\newlineg(−5v)=45vg(-5v) = 45v

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