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36=2/3(x-30)
We move all terms to the left:
36-(2/3(x-30))=0
Domain of the equation: 3(x-30))!=0We multiply all the terms by the denominator
x∈R
-(2+36*3(x-30))=0
We calculate terms in parentheses: -(2+36*3(x-30)), so:
2+36*3(x-30)
determiningTheFunctionDomain 36*3(x-30)+2
Wy multiply elements
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Back to the equation:
-(108x(x+2)
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| 3x-17-2x+3-+155=180 | | 1.2n=0.68=5 | | 10a/17a=9/13 | | 4(b-6)=2b+4 | | 11x+11+110=180 | | 2x+3+3x-17+155=180 | | v+5/6=-1/5 | | .4x-4=20 | | -3(-2x-3)=-3 | | 2x+3-3x-17+155=180 | | y2−12y+136=0 | | 45=3(x-20) | | 1.4+6=3.4x-4 | | 180=-3(4-8p | | 5-35b=-65 | | .4x-4=30 | | y2−12y+36=−100 | | -27=1.8c | | v+(5/6)=-(1/5) | | 3y-8y=22 | | y=5*8+39 | | 3x+2+82=180 | | 4x-10=32 | | 5+n/6=8 | | 71=120-(15-n+7.50) | | .9x+12=30 | | 4b+3b-2=12 | | 3(21+x)=12 | | 5x+2=-×+14 | | 1x/5+13=12 | | M=17.9036567854763m3 | | 3.28x=19.68 |