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+7=4/9(Y-18)
We move all terms to the left:
+7-(4/9(Y-18))=0
Domain of the equation: 9(Y-18))!=0We multiply all the terms by the denominator
Y∈R
-(4+7*9(Y-18))=0
We calculate terms in parentheses: -(4+7*9(Y-18)), so:
4+7*9(Y-18)
determiningTheFunctionDomain 7*9(Y-18)+4
Wy multiply elements
63Y(Y+4
Back to the equation:
-(63Y(Y+4)
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| M2-8m-9=0 | | a) | | j.j-18=43 | | 62=n-12 | | 6x+24=4 | | 4.3+1.1n=21 | | x3–12x2+36x=0 | | 15x+4=6x-86 | | 7(20.5+y)=70 | | 201/5d=23 | | 4+3(x-1)=-4(x+3) | | ?x3/14=3/2 | | x-35=3(x+5) | | 5w+3+2w–28=360 | | 2w–28=5w+3 | | s+20=3s+18 | | x=4(3)-10 | | 5x-3(3)=1 | | 3(2x-7)=-14 | | 6x+5/2=9 | | 5−x=6x–9 | | 8x/7+4=3 | | 2+3x=7–3x | | 5x+-1+4x+4=180 | | (10x+20)/(x+5)=8 | | (4x+7)+(4x-14)=180 | | 18x+6=7+x | | (7x)+(5x)=36 | | 6x+2=12x-6 | | (5x-10)+(4x-14)=180 | | 7x+5x+24=90 | | w=3.27 |