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-8=-1/2(Y-(-2))
We move all terms to the left:
-8-(-1/2(Y-(-2)))=0
Domain of the equation: 2(Y-(-2)))!=0We multiply all the terms by the denominator
Y∈R
-(-1-8*2(Y-(-2)))=0
We calculate terms in parentheses: -(-1-8*2(Y-(-2))), so:
-1-8*2(Y-(-2))
determiningTheFunctionDomain -8*2(Y-(-2))-1
Wy multiply elements
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Back to the equation:
-(-16Y(Y-1)
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| 36=t-23 | | 4+m=44 | | X*x*6=94 | | -1x=25x | | 74=2p | | (-4)x=-64 | | 7x-5=23+4x | | 5=p/6 | | -3x(x+7)(4x-1)=0 | | -15=-2r-19 | | Y-4=6(x-7) | | 45x=50x | | 10=70/v | | 6(x+6)-12=60 | | Y-(-2)=-6(x-7) | | 74=g+44 | | -15=-2r-16 | | x²-2x+3=0 | | 10^-8+4x3=288 | | 95=5r | | 61=3x+5 | | 2x+3(-x^2-1)=-3x^2+2(x-1)-3(x+2) | | Y-(-2)=6(x-7) | | 3u+9=7(u+3) | | 11n+70=16n-25 | | 2r−8=6 | | 51g-22=64g-61 | | 7h+43=18h-78 | | (180/x)(240/x)=300 | | 9(v-7)=-4v+15 | | 15b+86=46b-100 | | 2f-21=7f-91 |