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-3=-1/2(Y-(-3))
We move all terms to the left:
-3-(-1/2(Y-(-3)))=0
Domain of the equation: 2(Y-(-3)))!=0We multiply all the terms by the denominator
Y∈R
-(-1-3*2(Y-(-3)))=0
We calculate terms in parentheses: -(-1-3*2(Y-(-3))), so:
-1-3*2(Y-(-3))
determiningTheFunctionDomain -3*2(Y-(-3))-1
Wy multiply elements
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Back to the equation:
-(-6Y(Y-1)
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| 60+4x=14x | | (9p–27)(5p+3)=0 | | (2x)²=128 | | v/2+17=38 | | (x+10)-15=2(x-15) | | 25=-8x | | 7n+7=5n-3 | | 12y-4=140 | | 21+3y=30 | | -11+x+48=25 | | 4(x-3)-2(x+2)=-6 | | (x+3)(2x-4)=5 | | -3x-3-4= | | 3/7=13/x | | -22=(x+4)11 | | 3b+14=24 | | c/9-1=-10 | | 3x/2+x/4=297 | | (1.5x^2)+2x+0.5=0 | | 7x–3=2x+32 | | K2+8k+4=0 | | (3a)(2a)+(2a)(3a)=1200 | | 4x-4+4x=7x | | 400=3x-63.3 | | 1=-400.0-(3x-63.3) | | 9=4c+1 | | -4q=12 | | 245=49a | | 0=10-y | | X+13=7x+5 | | 49c=5,850 | | 4,138d=86 |