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Simplifying xk = a + by Solving kx = a + by Solving for variable 'k'. Move all terms containing k to the left, all other terms to the right. Divide each side by 'x'. k = ax-1 + bx-1y Simplifying k = ax-1 + bx-1y
| 21(x-4)-12x-12=32 | | E=200+.8(Y-100)+200+.1Y+100+100-100-.15Y | | 15.4=4n-1 | | log(15)/log(3) | | 3.1=1.7-0.3y | | 4.9=2.3-0.4y | | 90=-10k+90 | | 5n+5=-2n+6(n+2) | | 0.50x+0.45(50)=42.5 | | 1.5x+2=0.5-0.5x | | 4b+a=14 | | 6x+4=-3 | | x(x+1)+9=0 | | 9i/6-8i | | 16.6=5n-3 | | log(1/10^4x)) | | 3.5=2.4-0.3y | | 3s-4(1-3s)=8+3s | | 4.4=2.6-0.4y | | X^2-2x-0=0 | | 4c+2c=12 | | 4.5=2.1-0.5y | | -4/16 | | 3n+24+5n+12=180 | | F(x)=9/2x-5 | | 3(4y-18)=12 | | 4pq+6pq= | | 6+6=12c | | 2n+24+3n+36=180 | | 2n+17+4n+19=180 | | 2/3(m-1)=-22/9 | | 6(2)+3y=24 |