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Is 6(6+x) equivalent to 6x+36

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\text{Hey there!}


\text{Is 6(6 + x) equivalent to 6x + 3?}


\text{Kind of yes, and kind of no}


\text{But in order for you to solve for this equation you have to use the distribute}\\\text{ property}


\text{The distributive property formula is}\rightarrow\text{a(b + c) = a(b) + a(c) = ab + ac}


\text{Let's solve for the equation, shall we?}


\text{6(6 + x)}\\\text{6(6) + 6(x)}\\\text{6(6) = 36}\\\text{36 + 6(x)}\\\text{6(x) = 6x}\\\boxed{\text{\underline{36+6x}}}


\text{36 + 6x}\\eq \text{6x+ 36}


\text{So, thus your answer has to be NO}


\text{Good luck on your assignment and enjoy your day!}

~
\frak{LoveYourselfFirst:)}

User Ilyo
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