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-2=4/5Y(Y+3)
We move all terms to the left:
-2-(4/5Y(Y+3))=0
Domain of the equation: 5Y(Y+3))!=0We multiply all the terms by the denominator
Y∈R
-(4-2*5Y(Y+3))=0
We calculate terms in parentheses: -(4-2*5Y(Y+3)), so:
4-2*5Y(Y+3)
determiningTheFunctionDomain -2*5Y(Y+3)+4
Wy multiply elements
-10Y(Y+4
Back to the equation:
-(-10Y(Y+4)
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-10Y(Y+4
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| 8x-5=10x-20 | | (2n+10)=50 | | 9*54=n | | y=2.1(-12)-168 | | (3x+50)+(130-3x)=180 | | Y-3=1/2(x(4) | | 3*2^(x)=24 | | 10x-6x=-8 | | -18=8+5y | | 6x-2=-24 | | 200.00+0.15m=339.50 | | -10x+10=-7x-2 | | 2s−2=2 | | 27x2-192=0 | | 10y=6y+28 | | 150m-125m+38,800=40,400-175m | | -6x=9=21 | | 6x+16=3x-8 | | 175m-125m+39,000=40,00-150m | | 148-y=273 | | 5x+2x=24-4(x-5 | | -5p-8+6p=-5 | | |t+6|=4 | | 8-n+7=4n-5 | | 8(2x-12)=24x | | 4v+12=84 | | -8x-7=-3x+3 | | (2/3)x+0.25=x+2 | | 17a-17a+2a-a=19 | | (5x+63)=4 | | 15+3x=59 | | -8.8(x-4.25)=35.2 |