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-48=-3/2(Y-112)
We move all terms to the left:
-48-(-3/2(Y-112))=0
Domain of the equation: 2(Y-112))!=0We multiply all the terms by the denominator
Y∈R
-(-3-48*2(Y-112))=0
We calculate terms in parentheses: -(-3-48*2(Y-112)), so:
-3-48*2(Y-112)
determiningTheFunctionDomain -48*2(Y-112)-3
Wy multiply elements
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| 4-3x+x=8 | | 1/4(y-12)=4 | | 2w–5=21+w | | 3+2.7x=9+3.2x | | 2f=60 | | k/9+7=19 | | 18p-16p+2p=4 | | 5/6=(3n+9)/9 | | -17p=13 | | -2.3x=50 | | 5.7=a/7 | | 20h+5=75 | | 25/100+x/1=35000000 | | 6=k+6=16 | | 4(y-60=-4 | | 10a+4a+3a-9a=16 | | x+3x=5+2x | | x3+2x2−7x−2=0 | | 10a+4a+3a+9a=16 | | 2(3x-4)+(x^2+28)=180 | | 25/4=x/6 | | -25+5=7p+3p | | d-84=9 | | 800+1w=2000 | | 14p-6p-2p-3p-p=8 | | 5x+3(-5-7)=-1-5(2x+4) | | (1/4x)+5=11/4x | | q-30=69 | | 12x-50=x | | x²-16x+64=100 | | 2x+x(x-3)=6x | | 3m-11.8=31 |