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Simplifying 1kl = ml Solving 1kl = lm Solving for variable 'k'. Move all terms containing k to the left, all other terms to the right. Divide each side by '1l'. k = m Simplifying k = m
| 2u-11=29 | | 78+x-3+4x=180 | | 3x^2+10=-10 | | -a-4=10 | | 15=w(3w-4) | | 8x-6x+5x-9x= | | 6x-1x=20 | | 4x+121=12x-7 | | 15=w(3x-4) | | 5(x+7)-35=-2(x-5)+11 | | 4+2x=-16+35x | | 4x+122=12x-7 | | y=-2x^2+12x-15 | | x^3-2x-6=0 | | a^2+b^2-5a-5ib=2i | | -5t^2+10t+5=0 | | 2ln(x+2)=ln(10x) | | 10v^2+3v-7=0 | | x^2+y^2+6x-6y+9=0 | | 3+55x=44x+4 | | 7(9-3P)=1 | | -a-4=-10 | | 3x-(-2x+6)=8 | | 2sin(7x)+1=0 | | 4a^2b^6-4a^2b^5-8ab^7= | | 0=0.5*166.66667*x^2+60x-0.5*6*98 | | 5y+(8x+7)=180 | | 0=0.5*166.66667*x^2+60x-0.5*6*9604 | | (8x+7)+(7y-34)=180 | | (x)+(x+40)=180 | | 2x-0.75(4x+16)=7 | | 666=4 |