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0=(2x-7)/(4x-7)
We move all terms to the left:
0-((2x-7)/(4x-7))=0
Domain of the equation: (4x-7))!=0We add all the numbers together, and all the variables
x∈R
-((2x-7)/(4x-7))=0
We multiply all the terms by the denominator
-((2x-7)=0
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| s÷ 3 = 710 | | -2/9=u+5 | | (3t)²+(4(t-2))²=8² | | 0.3(x)-0.1(x)=0 | | 0=0.3(x)-0.1(x) | | -5/6=u-3 | | -9.39=v/6+6 | | 31x-279=372 | | 15.2=-7.2+7u | | x/3(5x+1)=48 | | 9=w/7.68+6 | | -1.2+x/6=-10.8 | | (x-8)²=64 | | 3.2=15.7-5w | | 2n−n=13 | | -5.75=u/7+3 | | 18.4+u/8=-7.2 | | 4y+2=1/2(3y−5) | | 1.3=-3.5+3x | | 84=(4x)+(5x-3) | | 3x+25=x+35` | | 2^n=1000000 | | 4f^2+10f+4=0 | | 7x-94x22=180 | | 12+39=c | | -2x-36=3(3x-1) | | 2n=2(3n-8) | | 5x-11+2x=25 | | 2x+4=2x-4=64 | | 3r–5=2r+7 | | 384=-16t^2+160t+0 | | -5x-4(3-11x)=-4(12-12x) |