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Simplifying c + -1y = kn Solving c + -1y = kn Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add 'y' to each side of the equation. c + -1y + y = kn + y Combine like terms: -1y + y = 0 c + 0 = kn + y c = kn + y Simplifying c = kn + y
| c-y=kny | | 5(-8)-[6(3-8)]+(25-16)2= | | 2x^2-4x-6x+12= | | 2(2)(y)=36 | | 5t-15=0 | | (-7,8)(5,-7)= | | 4x^3=520 | | 4x^2=520 | | 120-109= | | 3/4=4m-5/6 | | -36h^3+48h^2y-16hy^2=0 | | (x+2)(x+2)=(x-4)(x-4) | | 75+40= | | A=36x-x^3 | | 49-6*7+5= | | x*5+12=-20 | | 69+40= | | -10x+24=6x-27+x | | 4r^2-12rp+9p^2=0 | | 7+6m=49 | | 75+45= | | -5x=7x | | 75+-69+-40+45= | | 8Y-2=4Y+X+32 | | 6x+5x-12+3x+6=180 | | 5x-9=21+6 | | h=12+96t+-16t^2 | | x-8=3+10 | | 2x+3=15+9 | | 49v^2-16d^2=0 | | (7x-10)(9x+2)= | | 4ax+bx-8a-2b=0 |