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Simplifying lhw = w Solving hlw = w Solving for variable 'h'. Move all terms containing h to the left, all other terms to the right. Divide each side by 'lw'. h = l-1 Simplifying h = l-1
| 8x-4y=10-2x+6ys | | -8k=112 | | X=-2x^2-x+3 | | b^2+4b-102=-6 | | -80+-384+-8= | | -8k=121 | | (a+4)-b=1.6 | | -8k=122 | | -2(3x-1)=-6x-2 | | -15=3(-8+a) | | 11(x+12)=168+5x | | 7x+6x-19=76-6x | | n^2-4n-81=-4 | | 8+8=-4(x-3) | | 25+a=x+20 | | 50x^3-20x^2+2x= | | -10b-6b-8= | | 0.625m-0.25=0.5m+0.875 | | 2x-[x-(x-50)]=x-(80-3x) | | 3k+4= | | 2(-11+5y)+4y=6 | | 7y+5x=22 | | S=-7r-33 | | 21.23=4g+3.83 | | 2/3x-1/2=x+7/6 | | 5b+1=340 | | Bc=5 | | 2x^2+3+x=0 | | CB=5 | | f(X)=x^3-9x^2+24x-15 | | 5(a+2)=7a | | 6z+3=15 |