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Answered

Use distributive propety to write an equivalent expression. Be sure to combine like terms. 2(3x +4y + x)

Answer :

The given expression : 2(3x +4y + x)​

[tex]\begin{gathered} 2(3x+4y+x)=2\times3x+2\times4y+2\times x \\ 2(3x+4y+x)=6x+8y+2x \\ 2(3x+4y+x)=6x+2x+8y \\ 2(3x+4y+x)=8x+8y \\ 2(3x+4y+x)=8(x+y) \end{gathered}[/tex]

2(3x +4y + x)​ = 8(x + y)

Answer : 2(3x +4y + x)​ = 8(x + y)

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