Question

ok so we have to use the distributive property so this is the question: 2x-4(x-2)=-7+2x-1

Answer 1

I can tell u the answer but ion know how to explain

Answer 2

\(\color{#0cbb34}{\text{Originally Posted by}}\) @Stuartbent
I can tell u the answer but ion know how to explain
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ok

Answer 3

So value of x is 4

Answer 4

ok

Answer 5

Given\[2x−4(x−2)=−7+2x−1\]Simplify both sides,\[2x−4(x−2)=−7+2x−1\]Distribute\[2x+(−4)(x)+(−4)(−2)=−7+2x+−1\]\[2x+−4x+8=−7+2x+−1\]Combine Like Terms\[(2x+−4x)+(8)=(2x)+(−7+−1)\]\[−2x+8=2x+−8\]\[−2x+8=2x−8\]Subtract 2x from both sides\[−2x+8−2x=2x−8−2x\]\[−4x+8=−8\]Subtract 8 from both sides\[−4x+8−8=−8−8\]\[−4x=−16\]Divide both sides by -4\[\frac{ -4x }{-4}=\frac{ -16 }{ -4 }\]\[x=4\]Therefore, your answer is \[x=4\]

Answer 6

\(\color{#0cbb34}{\text{Originally Posted by}}\) @umm
Given\[2x−4(x−2)=−7+2x−1\]Simplify both sides,\[2x−4(x−2)=−7+2x−1\]Distribute\[2x+(−4)(x)+(−4)(−2)=−7+2x+−1\]\[2x+−4x+8=−7+2x+−1\]Combine Like Terms\[(2x+−4x)+(8)=(2x)+(−7+−1)\]\[−2x+8=2x+−8\]\[−2x+8=2x−8\]Subtract 2x from both sides\[−2x+8−2x=2x−8−2x\]\[−4x+8=−8\]Subtract 8 from both sides\[−4x+8−8=−8−8\]\[−4x=−16\]Divide both sides by -4\[\frac{ -4x }{-4}=\frac{ -16 }{ -4 }\]\[x=4\]Therefore, your answer is \[x=4\]
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This is direct answerr I'm sorry