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Simplifying ys + yz = xfory Solving sy + yz = forxy Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-1yz' to each side of the equation. sy + yz + -1yz = forxy + -1yz Combine like terms: yz + -1yz = 0 sy + 0 = forxy + -1yz sy = forxy + -1yz Divide each side by 'y'. s = forx + -1z Simplifying s = forx + -1z
| ys+yz=x | | (x^2-100)(9x+4)=0 | | -4=-1+z | | 205+4x= | | x^2-3x=x(8+x) | | 5/6-(-3/2)= | | 1=w+7 | | 3y^2-2Y+5Y^2-8Y= | | 1uv-5uv= | | 6+p=9 | | 18t/7=2t-2/3 | | 10x-10=10x+8 | | 3/7-(-5/7)= | | (-9x+7)(x+7)= | | P^2+6P+27=0 | | 2P+6P+27=0 | | (-n^2-1)(n+3)= | | -4/11-6/11= | | (1/5)*2 | | -7(x+3)-14=17+4 | | 18.7-(18.7)= | | f=28+1.8c | | (2g+7)(3g^2-5g+2)= | | 6(5-n)+4n=10 | | |4-23|*(-3)/(-3)= | | 4x-6x+27=4x+39 | | (2a^2+4a+5)(5a-4)= | | 11(z+4)-4(z-2)=3(z-1)+3(z-3) | | 2x-9y=-22 | | 4+3=-9 | | PT=5X+9 | | x^2-3.43x^2=2500 |