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-7=-1/2(Y+8)
We move all terms to the left:
-7-(-1/2(Y+8))=0
Domain of the equation: 2(Y+8))!=0We multiply all the terms by the denominator
Y∈R
-(-1-7*2(Y+8))=0
We calculate terms in parentheses: -(-1-7*2(Y+8)), so:
-1-7*2(Y+8)
determiningTheFunctionDomain -7*2(Y+8)-1
Wy multiply elements
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Back to the equation:
-(-14Y(Y-1)
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| -14=-8x+15 | | -4x+-(-3)=(-x)+3 | | 14x-4x+6=—X-1+9x | | 9w-6w=27 | | 7(x+6)=3(x+6) | | x•9+4=58 | | 4x-35=0 | | 6z–8=2 | | 13n+7=20 | | 3k=9.9 | | 10(x-0.4)=44 | | t+2=19.18 | | 17.7x+37=762.7 | | b-4.73=4.27 | | y3=12 | | 17.70x+37=762.70 | | -14=8(v-2)-6v | | 3x+7=5x-15=51x | | 54/60=x/100 | | 7h-(-(2h)=0 | | 3.51=t/3 | | 2b+2=6b= | | 2u+5(u+5)=4 | | u=1.4=7.7 | | 2x3+7x2−32x−112=0 | | 6-8-2x+3x=5x-2 | | 16=n/2-10 | | 2x+2(80)=450 | | 4x3−9x2−90x=0 | | x4+3=12 | | 13=d-3 | | n/4=3.51 |