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-(-2)=-2/5(Y-1)

We move all terms to the left:

-(-2)-(-2/5(Y-1))=0

Domain of the equation: 5(Y-1))!=0We add all the numbers together, and all the variables

Y∈R

-(-2/5(Y-1))+2=0

We multiply all the terms by the denominator

-(-2+2*5(Y-1))=0

We calculate terms in parentheses: -(-2+2*5(Y-1)), so:

-2+2*5(Y-1)

determiningTheFunctionDomain 2*5(Y-1)-2

Wy multiply elements

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-(10Y(Y-2)

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| 4(0.8f-0.5)=0.4 | | 2^3x*5^3x=100 | | 5.4/x=3 | | -0.25x=4 | | 162+54+(x)=180 | | 126+(x)=180 | | 74+49+(3x)=180 | | 14y+12=600 | | 75+50+(3x+4)=180 | | 76+(4x+3)+(4x-11)=180 | | 42+(4x+16)=180 | | 104+28+(4x-8)=180 | | 6x+9-21=0 | | 9=-12+3/5x | | 7y21=0 | | 7=3w+7w | | 2x1=16 | | 3x-14+62=180 | | (2x+5+(2x+17)=180 | | 20x+20-60=0 | | 17^2-34x-8=0 | | 8d/2=40 | | 2/5x+-1/3x=5 | | 2x+(3x-1)=8x-2x | | 2(3x+2)+(3x+1)=28 | | -10d(d+1)=-14 | | 2y=4.25 | | x+61x+51+80=180 | | -95=t+-54 | | 40.7-6x=2.3 | | -18.48=2+v/8 |

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