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Question
simplify the expression. -3(5g + 1) + 8g = \square
Step1: Distribute -3
Using the distributive property \(a(b + c)=ab+ac\), we have \(-3(5g + 1)=-3\times5g+(-3)\times1=-15g - 3\).
Step2: Combine like terms
Now, substitute back into the original expression: \(-15g - 3+8g\). Combine the \(g\) terms: \(-15g+8g=-7g\). So the simplified expression is \(-7g - 3\).
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\(-7g - 3\)