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(k+1)/6=2
We move all terms to the left:
(k+1)/6-(2)=0
We multiply all the terms by the denominator
(k+1)-2*6=0
We add all the numbers together, and all the variables
(k+1)-12=0
We get rid of parentheses
k+1-12=0
We add all the numbers together, and all the variables
k-11=0
We move all terms containing k to the left, all other terms to the right
k=11
| -6+14g-15=9+17g | | -6x+15=57 | | 8+x8=-1 | | 20x+1.50=30 | | 15/9=10/x+2 | | -4u—9=-11 | | -2/8x=18 | | 4p-3-3p=4+3 | | (6x–5)–x=-2(x+1) | | 10x+12=2(4x–5) | | t-84/10=1 | | 11r+10r+17=17r-19 | | 14x-8=7x+34 | | -.25(x-4)=10+.5(x-3) | | 6x+40=-2 | | 3=z+11.5-z | | 12z+15=159 | | 9/12=36t | | 11-2(3-5m)=5(m-9) | | 10-3x=+19 | | 1-4r=17 | | 2x-38=18= | | 3m-4=6m-16 | | 50+2.50x=10 | | -16u—12u—9=-11 | | x+61=145 | | 3.45x+3.30(x+390)=15,664.50 | | 0.22+7.20=0.1m+8.40 | | -12-6x=30 | | 14*p=48.86 | | /3a-4=11* | | 9=v+4/v+9 |