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((20+0.5x)/10)=0
We add all the numbers together, and all the variables
((0.5x+20)/10)=0
We multiply all the terms by the denominator
((0.5x+20)=0
We calculate terms in parentheses: +((0.5x+20), so:
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| 34+186-4x=6x | | -9x+9=-3 | | -16x*x+16x+1296=0 | | 240=2*3x+2*x | | 3(x-1)(x+3)=4 | | 70+z=71 | | 0.4y-2.5=5.5 | | 6=-(m+5) | | 5-15-25x=100 | | (((x+4)/(x-2))-((7x-8)/(x^2-8+2x)))/((-2+x)/(x+4))=1x∈R | | 2(2m+24)=3(m-2) | | 8-4x-2x^2=0 | | 0.25(4x-3)=0.005(10x-9) | | 8t+2=26 | | a-20=10 | | 3/x-2-2/x-3=4/x-3-3x-1 | | x2=32-4x | | 2+x-3=2x | | x^2-12x+96=96 | | 7/2p+11=5/3 | | (n-2)180/n=20 | | x/12-5+85=97 | | 15+2n=n | | 9.9=9y-8. | | 1000=10x-(25000+5x) | | 14x+9+16x-9=180 | | 180=65+4+37x | | 11x+3+13x+4+11x-2+110=180 | | 125+21x-1=180 | | 23+9+-2x+38=180 | | a+a/6=14 | | 180=125+21x-1 |