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-2=7/4(Y-1)
We move all terms to the left:
-2-(7/4(Y-1))=0
Domain of the equation: 4(Y-1))!=0We multiply all the terms by the denominator
Y∈R
-(7-2*4(Y-1))=0
We calculate terms in parentheses: -(7-2*4(Y-1)), so:
7-2*4(Y-1)
determiningTheFunctionDomain -2*4(Y-1)+7
Wy multiply elements
-8Y(Y+7
Back to the equation:
-(-8Y(Y+7)
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| 10n2=640 | | 8r+2=5r-3 | | 7.2h=576 | | 4x-x=34 | | 9x+115=-47 | | -7-3x=x+5+3x | | X-4x=34 | | 19m-(1-2m-m2)=20+m2 | | 5(2)^3x=20 | | 4.9x^2+2x-150=0 | | -3=(x+4)+2x | | 5(w=3)=50 | | 3a+25−9a−18=25 | | 7x-(x2-x-9)=17-x2 | | -85+12x=-229 | | 43n−3+26=38 | | 1.3=w/4+5.1 | | 5x+x+5=115 | | 2(5a−4a)+6a= | | 15p-5=15p-5÷5 | | X²-40x+200=0 | | 150+50b=840 | | 2(3y-8)=2 | | -(3x+2)-(-4x-5)=-3 | | 1,149,039=(1300000-x)/1300000 | | 180+50b=1270 | | 7x+7=3x+4 | | 7x-2x+3=5 | | 10(t)=-16t^2+16 | | 9x+12.6=180 | | 9.5y=142.5 | | 3v-3+2(3v+5)=-5(v+1) |