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(x/7)=(2x/63)+4
We move all terms to the left:
(x/7)-((2x/63)+4)=0
We add all the numbers together, and all the variables
(+x/7)-((+2x/63)+4)=0
We get rid of parentheses
x/7-((+2x/63)+4)=0
We calculate fractions
63x^2/()+(-((+2x*7)/()=0
We calculate terms in parentheses: +(-((+2x*7)/(), so:We multiply all the terms by the denominator
-((+2x*7)/(
We multiply all the terms by the denominator
-((+2x*7)
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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(+2x*7
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We calculate terms in parentheses: -((+2x*7), so:Back to the equation:
(+2x*7
+(-((+2x*7))
63x^2+((-((+2x*7)))*()=0
We calculate terms in parentheses: +((-((+2x*7)))*(), so:
(-((+2x*7)))*(
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(-((+2x*7)))*(
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