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Simplifying cy = d Solving cy = d Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Divide each side by 'y'. c = dy-1 Simplifying c = dy-1
| h=-16(t-1.5)(t+1) | | cy-d=5 | | 9x-4=9(x+5) | | -4(-7v+9)-7v=(v-3)-5 | | 3(6-e)=27 | | 3-(6*6)-3= | | -2(6-3x)=8x+2x | | -4t+4t-2s=8 | | 4(m+3)=-6(m+3) | | -5(u+2)=-8u+8 | | 5x-40=8+x | | -3b+9=-6 | | x^2+2ix+3=0 | | 8+d=14 | | 12n-4=8n-68 | | 13n+12n=100 | | -4(x+2)+5x=14 | | -12=-8v+5(v-6) | | x+3=2x+12 | | (14-9)+4= | | -0.17(x-18)+0.30(x+3)=x+4 | | -11=7+3x | | 30x+21=-45x-8 | | x^2+8x=10 | | -4(y+1)+6y=2(y+2)-8 | | 3x^2(x-6)-2(x-6)=0 | | 8-4*5(3-2)+3= | | 2(c-3)-c=9 | | -0.166(x-18)+0.333(x+3)=x+4 | | x-8y=-5 | | -5V=7V+24 | | 7x^2-14x=-7 |