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Simplifying 9u = 3u + 18 Reorder the terms: 9u = 18 + 3u Solving 9u = 18 + 3u Solving for variable 'u'. Move all terms containing u to the left, all other terms to the right. Add '-3u' to each side of the equation. 9u + -3u = 18 + 3u + -3u Combine like terms: 9u + -3u = 6u 6u = 18 + 3u + -3u Combine like terms: 3u + -3u = 0 6u = 18 + 0 6u = 18 Divide each side by '6'. u = 3 Simplifying u = 3
| 4/6=z/24 | | 4m(a^2+x-1)+3n(x-1+a^2)= | | 7/3y=2/3 | | 5x-(x+3)=0.33(9x+18)-5 | | 36+x-12=40 | | 3y+5x-8=0 | | 3y+5x+-8=0 | | 3*x-2= | | r/8=4.4 | | j^5-14=-9 | | x=5(10x+7) | | 5.9c=35.4 | | -8x-36+3x=6-4x(x-3) | | y=-16x+8x+24 | | u-8.39=9.5 | | (X^2-3x+4)(x^2-3x+4)= | | -4(1.75+x)=18 | | 4(1.75+x)=18 | | 6/5-59/10 | | a^3(a-b+1)-b^2(a-b+1)= | | 9=v+2 | | 4(x+1)-x+9=-2(x-3) | | 0.75x-0.3+0.5=3 | | w^2=6+2w | | u-3.65=7.4 | | 180-23x+6= | | 1-x+2a(1-x)= | | 3x(x-2)-2y(x-2)= | | 10c-9+15c-11=180 | | a^2+1-b(a^2+1)= | | x(30+x)=400 | | 10c-9+d=180 |