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Simplifying Dy = Cx Solving yD = xC Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Divide each side by 'D'. y = xCD-1 Simplifying y = xCD-1
| 4/3t=5/2 | | -6x-9+2x=39 | | (3t^2-t-4)(4t^2+3t-1)= | | 2x+5+3x=-25 | | 3(13+5.5k)=6k+18 | | 33=-4x-3x-2 | | -2-3x-4x=33 | | Cot^4x-1=0 | | 2-3x-4x=33 | | 2x^2+6y^2=13 | | 49/7p-49 | | 4[lnz+ln(z+5)]-2ln(z-5)= | | h=-16t*t+128t | | 4+6x+6x=-44 | | 1+7x+2x=109 | | 7(c-9)=9(2c-8)-4c | | 9x^6y^10/x^0Y^9 | | y=a^8+cos^8x | | n=c-m | | 3t+nt=y | | -4x+9+5x=18 | | 56=7/8v | | 10=(1/6)x | | 2x-5+5x=-54 | | 10p^3-25p^2+4p-10=0 | | y=4x^2-8 | | 2x-5+2x=23 | | (2x+5)x=420 | | 5x-6+5x=64 | | x-9+0.5=180 | | 3.75-7.1= | | 3.75+7.1= |