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Simplifying 8u + -5u = 9 Combine like terms: 8u + -5u = 3u 3u = 9 Solving 3u = 9 Solving for variable 'u'. Move all terms containing u to the left, all other terms to the right. Divide each side by '3'. u = 3 Simplifying u = 3
| =2(3y+7) | | (x^3)+3=30 | | 10u-4u=36 | | 4+3(x-7)=22 | | -2r=-3r-2 | | 3x^2-6x-3x+6=3x+6+3x^2 | | Tan18=2/x | | log[3](7t+5)-log[3]t=log[3]8 | | 6v(9v-8)=0 | | 10=49-1 | | 6x-7=x-1 | | 2.5d+11.5= | | 0.6b+3.6=0.4b+11.6 | | 3f+7.1= | | 5(x-2)+2=-18 | | 3(4x-1)=4(3x+3) | | 7=1+5n | | (6x+1)(x-1)=20 | | 8x-3=6-(-10x+5) | | 3y-2=3+2y | | 9x+8=7-(5x-6) | | 2y+y+8=20 | | 9c+22= | | 12c-5= | | 3x+27x=15x+100 | | 9x+8(x-2)=12x | | 7x+2=5-(9x-2) | | 4(2x-3)-3(4x-9)= | | 2-3(x-1)=10-(x+1) | | .2a+a=315 | | -8x+6(x-4)=-22 | | 8b+6=62 |