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Simplifying w = f * d Multiply f * d w = df Solving w = df Solving for variable 'w'. Move all terms containing w to the left, all other terms to the right. Simplifying w = df
| 2k+2+k+3+2k= | | 3x[3x^2-2x-10]= | | 3x[3x^2-29x-10]= | | 3(x+2)=5x-58 | | 6(5z-1)-4(z+7)=9(z+1) | | x+90=(2x+21) | | 2x+6=11x-7 | | 2x^2+3x-108=0 | | 2tanx+3cotx=5 | | (40-y)-y=8 | | 2xiy-1=0 | | 125x^10-3x^7=0 | | 2a+(5+3a)=10 | | 5xy+8yz-9xz-5xy= | | -7x-15=5x+9 | | X-X=16 | | -8m+9n+5+3m-4n-10+y= | | 0=4x^2-12x+36 | | 8+4z-1=9z+7-4z | | 0.9x+23.4*(1-x)=10 | | 5x+11y=120.5 | | 5(4x+3)+3(3x-3)=3x-98 | | -5x-10x=90 | | 10x+3y+11+8x-10y-2= | | 27=5w+2 | | 4x-2x=84 | | 10x+y+11+8x-10y-2= | | (3p-m)(p+2m)= | | 70-x=20+3x | | 2x-50=-40 | | 326=(x-2+1) | | n^2=326 |