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9=1/2(v+6)
We move all terms to the left:
9-(1/2(v+6))=0
Domain of the equation: 2(v+6))!=0We multiply all the terms by the denominator
v∈R
-(1+9*2(v+6))=0
We calculate terms in parentheses: -(1+9*2(v+6)), so:
1+9*2(v+6)
determiningTheFunctionDomain 9*2(v+6)+1
Wy multiply elements
18v(v+1
Back to the equation:
-(18v(v+1)
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| 2=3/7-6/z | | Y=3.45x | | 43=-x/8 | | 0.5(4r+6)=0.25(16r-12) | | 29=-6x-8 | | 6a^2=-96+60a | | Yx6.5=400 | | 7-2=13-2x | | x-x(.15)=59 | | 9-2z=15-z | | x-6=1⁄2(8-18x) | | X/6+x/3=1 | | 25=15*2x | | |2x-6|=|x+4| | | -11a-5a=-(-30a-24) | | -60=300−48t | | 8x+4(8x-3)=4(6x+4)-4 | | 10d+6=10 | | 25/75=80/5x | | 4^(x)=(1)/(32) | | m-16=49 | | 3(2r+2)+r+5=-10 | | 3xX1/2Xx=288 | | 3(8n+8)=-40+8n | | x4+6x2–16=0 | | 102=6(2x+3) | | 54=218-y | | t+1+4t-6+5t-3+t=360 | | 5(-2r-1)-5r+2=27 | | 85=-5(1+3r) | | 146-w=201 | | (6x-5)+(4x-6)=59 |