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Simplifying lny = x Solving lny = x Solving for variable 'l'. Move all terms containing l to the left, all other terms to the right. Divide each side by 'ny'. l = n-1xy-1 Simplifying l = n-1xy-1
| 4b+8m-2m-3b= | | 4x^2y+28xy^2+16xy= | | ay+b(lny)=x+c | | 2*(2a+3b)+3*(3a-2b)= | | 3x+4x+5x=300 | | 24x+36=-10x^2-160 | | x+-72=104-7x | | 2x+5-4x-2=10-x | | ay+blny=x+c | | 0=x^4-6x^2-135 | | -10x+32=-10x-20 | | 6x-5+6x-5=180 | | 3=-0.5x+1 | | (x-4)(x-5)=90 | | 6x-5+6x-5=90 | | 2w+5x-14y+5w+9x+7y= | | 1.9=0.04x-78.30 | | -9+x=-36+4x | | 3x-42+1=-4x+5 | | x-72=104-17x | | 7x^2+10x-5=0 | | 12x*x+20x+6600-2000x=0 | | 7y+13-4z= | | 2(x-4)=8x-10-10x | | (7t+1)(5t+8)=162 | | x-9=4(x-9) | | 12x+1=x+11 | | 830=107x-213600 | | 4(5x+20)+4(x+4)=-2(x+4)(5x+20) | | (2u+3)(4u-18)=114 | | (D^6+2D^4+D^2)y=0 | | 11p=-4 |