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simplify(14x + 14)(2x + 8)

Answer :

The given expression is

[tex]\mleft(14x+14\mright)\mleft(2x+8\mright)​[/tex]

First, we use the distributive property

[tex]\begin{gathered} 14x\cdot2x+14x\cdot8+14\cdot2x+14\cdot8 \\ 28x^2+112x+28x+112 \end{gathered}[/tex]

Then, we reduce like terms

[tex]28x^2+140x+112[/tex]

Hence, the simplest expression is

[tex]28x^2+140x+112[/tex]

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