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{:[g(r)=-1-7r],[g(6)=]:}

g(r)=−1−7rg(6)=□ \begin{array}{l}g(r)=-1-7 r \\ g(6)=\square\end{array}

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Full solution

Q. g(r)=−1−7rg(6)=□ \begin{array}{l}g(r)=-1-7 r \\ g(6)=\square\end{array}
  1. Substitute r r with 6 6 : To find the value of g(6) g(6) , we need to substitute r r with 6 6 in the function g(r)=−1−7r g(r) = -1 - 7r .\newlineg(6)=−1−7(6) g(6) = -1 - 7(6)
  2. Multiply 77 by 66: Now, we multiply 77 by 66 to get the second term of the expression.\newline−1−7(6)=−1−42-1 - 7(6) = -1 - 42
  3. Add the numbers together: Next, we add the two numbers together to get the final value of g(6)g(6).\newline−1−42=−43-1 - 42 = -43

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