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Use the following function rule to find f(2)f(2).\newlinef(x)=4(6)x+4f(x) = 4(6)^x + 4\newlinef(2)=f(2) = _____

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Q. Use the following function rule to find f(2)f(2).\newlinef(x)=4(6)x+4f(x) = 4(6)^x + 4\newlinef(2)=f(2) = _____
  1. Identify function for f(2)f(2): Identify the function which represents f(2)f(2). Substitute in 22 for xx in f(x)=4(6)x+4f(x) = 4(6)^x + 4. f(2)=4(6)2+4f(2) = 4(6)^2 + 4
  2. Substitute in f(x)f(x): Evaluate 4(6)24(6)^2.4(6)2=4×36=1444(6)^2 = 4 \times 36 = 144
  3. Evaluate 4(6)24(6)^2: f(2)=144+4f(2) = 144 + 4\ Determine the value of f(2)f(2).\ f(2)=144+4f(2) = 144 + 4\ f(2)=148f(2) = 148

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