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-7=2/3(Y-6)
We move all terms to the left:
-7-(2/3(Y-6))=0
Domain of the equation: 3(Y-6))!=0We multiply all the terms by the denominator
Y∈R
-(2-7*3(Y-6))=0
We calculate terms in parentheses: -(2-7*3(Y-6)), so:
2-7*3(Y-6)
determiningTheFunctionDomain -7*3(Y-6)+2
Wy multiply elements
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Back to the equation:
-(-21Y(Y+2)
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| x-275=360 | | |7x-5|=|6x+1| | | 17j-12j+3j-7j+3j=12 | | 2(x+4)−8=3x+10−4 | | T=85-12x3 | | -6y=-4y-2y | | 15x-13=147 | | -13+3x=5(4x+1) | | 0.2(x+1)+0.5=-0.3(x+4) | | 2t−–1=3 | | 49a-29a-4a=48 | | 5x-10-12=4-8x-9 | | d=3D-2d | | 35t-34t-t+12t=48 | | -3w=-3w-3 | | 842(3)=−r− | | 4x+10-14x=30 | | 10y-7y-6=30.18 | | -5+17x=16x | | x+3=4x-11. | | w–32=14 | | 15+4j=99 | | 35t-34t-+12t=48 | | 3(4m+5)=12m-12 | | 3x^2+7x^2=34^2 | | 24h+h-17h-7h=30 | | 9-2m=-5m | | 3x-(6x+4)=2x-19 | | -3(-3+1/3y)-5y=-9 | | 7y−4=17 | | 4z^2-6z=0 | | X+(x*4)=24 |