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Simplifying (x)(y) = 96 Multiply x * y xy = 96 Solving xy = 96 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by 'y'. x = 96y-1 Simplifying x = 96y-1
| 20=.4+15 | | 2cos(3x)/cos(x) | | log^7(12x)=2+log^7(4) | | 11-(16-5x)=6(7+2x) | | X=22-y | | 0.2c=4 | | 15x+5000=40x | | -5x=8*6+79 | | 15x+500=35x | | 15x+500=35 | | a^2+2a^2=24 | | 0.6d+3.4=16 | | F(x)=3x—9/2 | | logx^40=-2 | | (6x-4)+(5x-8)= | | 2y+4=y-24 | | 0.25/50 | | 2log(-2x)=0 | | (5x-3)+(2x-1)= | | s*7-42=133 | | z/10-2=5 | | (5x-3)*(2x-1)= | | .40x+.20(180)=.20(150) | | x+x+x=x+10+2 | | x+x+10-10+2x-a=180+3x | | 2x-36= | | 1u(1u-5)+8u=1u(1u+2)-4 | | 7a(2a-1)=0 | | x+x+10-10+2x-a=180 | | t/3-7=16 | | 3a+a=8+a | | (23+x)*x=(12x+7)*2x |