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-6=1/4(Y+5)
We move all terms to the left:
-6-(1/4(Y+5))=0
Domain of the equation: 4(Y+5))!=0We multiply all the terms by the denominator
Y∈R
-(1-6*4(Y+5))=0
We calculate terms in parentheses: -(1-6*4(Y+5)), so:
1-6*4(Y+5)
determiningTheFunctionDomain -6*4(Y+5)+1
Wy multiply elements
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Back to the equation:
-(-24Y(Y+1)
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| 16x+2=105 | | -9r-3=-10r | | 6x-8=4x-59 | | 7z=5z-8 | | 19-6/2x=34 | | -1x+2x+11=3x+3 | | 7+2j=7j-3 | | (9x+44=6x+3)-77 | | 0.75x+5.50=1.25x+2 | | -7x-30=19 | | 9h=4h+15 | | (9x+44=6x+3)77 | | 10-4-3w=-w-10 | | 2+x/28=6 | | 6x+36=24 | | Y+3=2(x+7) | | 2p-(1-p)=-3 | | 12x+7+5x-1=180 | | c/4+8=10 | | 10-3b=-5(b-5)+2b | | p−5×3=−20 | | z-0.2z+4.8=1.6(2-0.5) | | 12x+7+5x-1=108 | | 0.55+0.05(16-x)=0.10(98) | | -(x-3)+6=6+3(x+1) | | -5+6d-21=-5 | | 3a-4(a-5)=1 | | y/3+5=-14 | | 6=x9-9 | | 42-5x=4x+15 | | 5=u/2-5 | | -20=4+4x |