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-5=-3/7(Y-3)
We move all terms to the left:
-5-(-3/7(Y-3))=0
Domain of the equation: 7(Y-3))!=0We multiply all the terms by the denominator
Y∈R
-(-3-5*7(Y-3))=0
We calculate terms in parentheses: -(-3-5*7(Y-3)), so:
-3-5*7(Y-3)
determiningTheFunctionDomain -5*7(Y-3)-3
Wy multiply elements
-35Y(Y-3
Back to the equation:
-(-35Y(Y-3)
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| 145+4x+65=180 | | -3/7(x-3)= | | 3/24=20/24x+x | | (10x+9)+(7×+1)=180 | | 139+2x-3=180 | | 2x+-2=-2x+12 | | -2x+10+3x-5=180 | | -2x+10+3x-5=360 | | 2-(7r-5)=r-(8r-4) | | 4+x/9=13 | | 12x=17=-1+14x | | 5=(2c+1)^2 | | 2x/8=15 | | 5(3b+7)-⅓b=20 | | (X+12)+2/3x=-5/4x+2 | | 8^(x+1)/16^x=327688 | | 3x-8-8x=42 | | -0.10(29)+0.40x=0.05(x-16) | | π=7x-2 | | π=7x-3 | | -5x^2+40x-300=300 | | -19-2x=7 | | 12/9=13/x | | 2(–10n+7.96)=13n−10.99−3.1n | | 0.9+4.96=3.6+1.4a | | (3x-17)+(.5x-5)=180 | | 360=(7/100)x | | 1/2h(4+7)=44 | | 8{-7}=-2{y+3} | | 3^(1-5x)=7 | | 2x-36+4x+24=180 | | n=-10+32 |