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+1=1/7(Y-7)
We move all terms to the left:
+1-(1/7(Y-7))=0
Domain of the equation: 7(Y-7))!=0We multiply all the terms by the denominator
Y∈R
-(1+1*7(Y-7))=0
We calculate terms in parentheses: -(1+1*7(Y-7)), so:
1+1*7(Y-7)
determiningTheFunctionDomain 1*7(Y-7)+1
Wy multiply elements
7Y(Y+1
Back to the equation:
-(7Y(Y+1)
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| 18.00+3h=12.00+5h | | 51=-8t-5 | | 8(c-13)=-48 | | p=0.8542 | | -206-13x=2x+79 | | 206-13x=2x+79 | | 3y+(4y-7)=42 | | -207-13x=2x+79 | | 4(2x=7)=17x+13-9x+15 | | -x-142=9x+68 | | -3(-6u+5)-2u=4(u-1)-8 | | 7b+4=60 | | 4+2(4v-9)=-2(3v-2)+6v | | 7x+x+10=58 | | 5t^2-12t-60=0 | | -2(u+4)=6u-6+2(3u+7) | | -3(9u-1)+7u=-2(u+6) | | 20=4p+4 | | 2(6-x)=x(-3) | | 3b-9=-3 | | 17-2z=1 | | 4=k+-9 | | (6x+29)=(2x-9) | | (x+24)=(x+16) | | z/3+4=5 | | -v=3 | | c/2-8=-7 | | z/4+12=14 | | 17−2z=1 | | 4d+18=-2 | | -18x-16=-88 | | 41=33-r |