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+3=4/3(Y-2)
We move all terms to the left:
+3-(4/3(Y-2))=0
Domain of the equation: 3(Y-2))!=0We multiply all the terms by the denominator
Y∈R
-(4+3*3(Y-2))=0
We calculate terms in parentheses: -(4+3*3(Y-2)), so:
4+3*3(Y-2)
determiningTheFunctionDomain 3*3(Y-2)+4
Wy multiply elements
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Back to the equation:
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| 2/3x-4=-22 | | 5(b+15)=90 | | H=0.25x+11.25 | | 50=3x+5x-62 | | p=10/p | | -2w+-6=8.8 | | 3x+6x+2x2=108 | | 2x^2+98=180 | | j/3-8.4=-7.3 | | 11t^2+17t-240=0 | | 5^x=40x^-1/2 | | a^-¹=2 | | m+16.2/2=3.5 | | 8x-17=-5x+7 | | 2.2x-26=1.7x+5 | | -4(h+19)=0 | | 3.5t^2-13t-120=0 | | 0.333(x+0.5)=0.5(0.5x+1) | | -15-10z=-12z+5 | | 6.9=8^x | | 4a-3(a-2)=(3a+-2) | | 16n-18=14n | | 4a-3(a+-2)=(3a+-2 | | -18q=-17q+11 | | 19p+10=6+20p | | 18g-18=19g+2g+9 | | 24-v=205 | | 〖3x〗^2-21x-6=0 | | y=21÷58 | | 3x^2-19x+3=0 | | 13/14=91/x | | 4m-5(3m+10)=-126 |