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3(20-12w)=8/7(14+21w)-12w
We move all terms to the left:
3(20-12w)-(8/7(14+21w)-12w)=0
Domain of the equation: 7(14+21w)-12w)!=0We add all the numbers together, and all the variables
w∈R
3(-12w+20)-(8/7(21w+14)-12w)=0
We multiply parentheses
-36w-(8/7(21w+14)-12w)+60=0
We multiply all the terms by the denominator
-36w*7(21w+14)-12w)-(8+60*7(21w+14)-12w)=0
Wy multiply elements
-252w^2(2-12w)-(8+420w(2-12w)=0
We calculate terms in parentheses: -(8+420w(2-12w), so:We add all the numbers together, and all the variables
8+420w(2-12w
determiningTheFunctionDomain 420w(2-12w+8
Back to the equation:
-(420w(2-12w+8)
-252w^2(-12w+2)-(420w(-12w+10)=0
We calculate terms in parentheses: -(420w(-12w+10), so:
420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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420w(-12w+10
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