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+1=-4/3(Y-4)
We move all terms to the left:
+1-(-4/3(Y-4))=0
Domain of the equation: 3(Y-4))!=0We multiply all the terms by the denominator
Y∈R
-(-4+1*3(Y-4))=0
We calculate terms in parentheses: -(-4+1*3(Y-4)), so:
-4+1*3(Y-4)
determiningTheFunctionDomain 1*3(Y-4)-4
Wy multiply elements
3Y(Y-4
Back to the equation:
-(3Y(Y-4)
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| 15x+10=24x-17 | | 9x-11=3x-12 | | g+(-1.3=-4.5 | | 5(x+12)=100 | | 8x-13=17+5x | | 3x+18=x+38 | | 17x-70=2x+5=90 | | 10x+60=130 | | -6+x=-9/10 | | x.90.16=180 | | -2x=x-7 | | 7=18y | | 3(4x-2)-15=12x-9 | | 9=16y | | 320=20k | | 4.5/h=0.3/0.2 | | d^2-4d=7 | | 3^(4-2x)=10 | | 32/8=4/x | | 2/3x+5/4=2(x-1/8) | | 3z+3z+9z-12+9z-12=360 | | y=40*1.5= | | 81-36x2=0 | | 40-4w=w | | (10x+44)=16x-46 | | C=100+20n | | (10x+44)=(16x-46) | | (10x+44)=2(8x-23) | | 1156-x^2=0 | | -3(1x+4)=2(-3x-6) | | 6x-2x+1+3=28 | | 0.5^2/y=0.25^2/y-2.5 |