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-2=2/3(Y+1)
We move all terms to the left:
-2-(2/3(Y+1))=0
Domain of the equation: 3(Y+1))!=0We multiply all the terms by the denominator
Y∈R
-(2-2*3(Y+1))=0
We calculate terms in parentheses: -(2-2*3(Y+1)), so:
2-2*3(Y+1)
determiningTheFunctionDomain -2*3(Y+1)+2
Wy multiply elements
-6Y(Y+2
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-(-6Y(Y+2)
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| 3/4*x-2=1/3*x+3 | | 42+139+x=180 | | (4x+8)/x^2-4=5/6 | | (4+x)+(2x+3)=127 | | 17^-4x=15x-10 | | 20=0.65x | | 72/4=9x | | 2^x+12=16^x | | 2(6x+3)=5(x-3) | | 6x-7=9x-4 | | 20.69+1.02x=42.11 | | x-1/3-4x+1/4=1/12 | | 4.29+1.34x=73.97 | | 1+8x=97 | | 52.82+20.62x=94.06 | | 4s+22=58 | | 19.87+s=22.87 | | 2/m=m/70 | | 6.22s=99.52 | | W2+3w+2=0 | | 4s+1=89 | | s+2=97 | | s+18=90 | | 3s+19=52 | | 3+2z=49 | | 3s+2=49 | | (2x-24)+92=180 | | 6+s=50 | | (4x-30)=(3x+13)=180 | | (4x-30)=(3x+13) | | 5u-7u=12 | | |v|-16=-10 |