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Simplifying v = (l)(w)(h) Multiply l * w v = lw * h Multiply lw * h v = hlw Solving v = hlw Solving for variable 'v'. Move all terms containing v to the left, all other terms to the right. Simplifying v = hlw
| 3x-x^2=-28 | | 7e-25=11 | | 2x(y-7)=2xy-14x | | 6(x-4)-4(x-1)+7x= | | 0=25-5y-8x | | 6(x-2)=0 | | 10(x-9)=-110 | | 10y-2=6y | | 2(3.4)=(2.3)(2.4) | | =14d | | 3x+71=6x-7 | | 6+66x=44x+14 | | 37.5+3=54 | | 1/5(s-200)=575 | | x^2-y^2-x+iy+1=0 | | 1/5(s-200)=160 | | -4+2x=-12+16x | | 14x+43-23x=219 | | 5+78x=52x+29 | | 121=3n-2 | | x+1=3x-7 | | 53-3x=8-8x | | 5x+5=-30-2x | | 9x^2-48x=-63 | | 2(-9+5)=-8 | | -1+4x=-4+13x | | 3x^2+39x-40=0 | | 6x-5=4x+10 | | 4+8x=4+x | | 2x^3+5x^2-33x-40=0 | | 17-6x=13-7x | | -5x^2+500=0 |