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Simplifying 3xyz = 3z Solving 3xyz = 3z Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '3yz'. x = y-1 Simplifying x = y-1
| 5*-1/3 | | x^3-x^2-75=0 | | 4a(5a-9)=0 | | 4x^2+160x=-1500 | | 3[x+5(6-x)+24]-10=80-15x | | 24-4d=8 | | -6-7=-3+x | | 4t(3t+15)=0 | | 2c+6+3c=11 | | 98=7(t+3) | | (7+z)(3z-2)=0 | | 7k+25=95 | | 2(3x+1)=-64 | | 9n-17=10 | | 3g(2g-7)=0 | | X^2+40x=-375 | | 9m-5m-3m-10-4m+12m+15-3m= | | -2x+x-3=177 | | 5x=728 | | (10+0.5x)x=48 | | X-18y=154 | | F=mv^2/r | | 5n=n-6(11-n) | | 4.6+x=5.7 | | 0.95b=6.65 | | 1200=x*.56+y*.44 | | k-59=45.39591 | | 7f-13=22 | | 48=m/3 | | 2.035=w-8.515 | | 0.48/0.3 | | 10x+25y=105 |