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Simplifying vu = 8 Solving uv = 8 Solving for variable 'u'. Move all terms containing u to the left, all other terms to the right. Divide each side by 'v'. u = 8v-1 Simplifying u = 8v-1
| (p^-5)/p | | 8(x+7)+9=65 | | n=m-16 | | X^2-32x-5220=0 | | m/15=n | | 5z+1/6=6z+7/6 | | x-26+x/5=180 | | 4.65*.42-4.79=-6.84*.42 | | 4.65*.42-4.79=-6.84x | | x/5+x+x-26=180 | | 0.10x+0.05(18-x)=0.10(0) | | x+x-26+x/5=180 | | 5x-7=30x+8 | | 1/12+6 | | y=-3/4-3 | | 20=v+u | | 3/8(2) | | 4a+b=7 | | 8p=s | | 2a+2b=o | | 6(x-2)+5=3x+3(-1+x) | | (7y-2)(7y+2)simplfy= | | d=-16h^2+64h | | x^2-7x+34=0 | | 3+1x=1 | | 0.037= | | 2(y+4)-5y=-13 | | (5(y-3))/2=-3y | | 5(y-3)/2=-3y | | 1.4x10^5/2 | | 15=z/y | | -6+24/5 |