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-8=-2/3(z-8)
We move all terms to the left:
-8-(-2/3(z-8))=0
Domain of the equation: 3(z-8))!=0We multiply all the terms by the denominator
z∈R
-(-2-8*3(z-8))=0
We calculate terms in parentheses: -(-2-8*3(z-8)), so:
-2-8*3(z-8)
determiningTheFunctionDomain -8*3(z-8)-2
Wy multiply elements
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| 3(j-1)=27 | | -16+2w=-4 | | w/3+2.2=-5.3 | | -u+72=179 | | 2/15+23f=10 | | 2/10-3f=2 | | y/5-14=4 | | 34=u/3+9 | | 2(5t+2)=6 | | 7(-6a+1)=-77 | | 7(-6a+1=-77 | | 1-r=32 | | 5(c+6)=5 | | 2(r-7)=6 | | x/3-7=-28 | | -7+8y=-14 | | -3x+(-2)=7 | | 5x-4+4x+5+65=180 | | 3x-15+2x-2+41=180 | | 3x+2+133+2x=180 | | x+2+133+2x=180 | | 3x+2+133+3x=180 | | .....x-6=180 | | (2x-7)+(4x+1)=180 | | x+59+75=180 | | h-3/4=5/6 | | 5/z=-10 | | 8x-23+7x-2=180 | | 5(x-2)+3x+4=7x+8 | | 6x+4-2x-5=3x+3 | | 7x-2+3x-9=8x+5 | | 7(x-2)+4=5x+12 |