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1/2z+6=3/29z+6)
We move all terms to the left:
1/2z+6-(3/29z+6))=0
Domain of the equation: 2z!=0
z!=0/2
z!=0
z∈R
Domain of the equation: 29z+6))+6!=0We calculate fractions
z∈R
29z/58z^2+(-(3*2z)/58z^2=0
We add all the numbers together, and all the variables
29z/58z^2+(-(+3*2z)/58z^2=0
We multiply all the terms by the denominator
29z+(-(+3*2z)=0
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| 21x-1=82 | | 27.5x=23.25x+17 | | 8c=11 | | 1.1x=60 | | 5(x+1=5x+1 | | 7x-99°=2+1° | | 8+8m=–10+10m | | a-28/21=-29 | | C=486+22n | | 19/2=x/25 | | 3n+10/7=-35 | | 10-6•v=-104 | | q/2+-6=-4 | | 6+12x=6+12x | | 3a+4a-2=12 | | 2v-9=-1 | | 3x+7(2x)=17 | | -5z=-60 | | (y-3.2)÷3^3=2.4 | | Q5x+9=39 | | y=6×(-1)+12 | | x7+4=9 | | 3g+-1=8 | | 100-20x=400 | | -9y-8=5y+20 | | -6+12x=6+12x | | 3m-(7m+3)=2(m-3) | | 2x+4+3x=8+4x | | 100x+20x=400 | | 2+(4/a)=6 | | 3m-(7m+3=)2(m-3) | | 20+1/6s=-17 |