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+6=3/2(Y-4)
We move all terms to the left:
+6-(3/2(Y-4))=0
Domain of the equation: 2(Y-4))!=0We multiply all the terms by the denominator
Y∈R
-(3+6*2(Y-4))=0
We calculate terms in parentheses: -(3+6*2(Y-4)), so:
3+6*2(Y-4)
determiningTheFunctionDomain 6*2(Y-4)+3
Wy multiply elements
12Y(Y+3
Back to the equation:
-(12Y(Y+3)
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| k+10=8k-11 | | 49^2+x^2=625^2 | | 22=-0.0114x+41.3021 | | 2(4x−3)−8=0 | | 189=-6x+4(-7x-18) | | -4-5x+x=-24 | | 2(b+10)=8 | | 8.6=v+7.3 | | 3b-7=5b | | 7q^2-19q=23 | | 6•2^x/4=222 | | (5x)+(x+12)+(x)=180 | | x+3=9.2 | | 2/3k-12=-20 | | 7x-16-15x=4 | | -13=-4b+3+8 | | 5+6x=143 | | 3x-9x+6=30-3x=4x | | 9x-9=x+21 | | X=44x+6= | | 3(4x+2)+2x=62 | | 9x=7=-20 | | 10x-5x-44-6+50=100 | | x/12+5=-1 | | B+2b+4b=56 | | 2x/16+124=180 | | 20y-11=4y+6 | | 4y+6+20y-11=360 | | 4.5x-9+15x=6x-8-1 | | 3x-2.25=4.5 | | x^2+2x=54000 | | 2n+5=3n+10 |