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Simplifying ln(x) = (2t + 4) Multiply ln * x lnx = (2t + 4) Reorder the terms: lnx = (4 + 2t) Remove parenthesis around (4 + 2t) lnx = 4 + 2t Solving lnx = 4 + 2t Solving for variable 'l'. Move all terms containing l to the left, all other terms to the right. Divide each side by 'nx'. l = 4n-1x-1 + 2n-1tx-1 Simplifying l = 4n-1x-1 + 2n-1tx-1 Reorder the terms: l = 2n-1tx-1 + 4n-1x-1
| ln(x)=2t+4 | | (X-3)+(x+2)+(x)=32 | | 5y-1+y+39=5y+40-1y | | 2c-3-3(3c+7)= | | lnx=2t+4 | | 7x-6x=16 | | 9=3(1+1) | | 1.2x+4.3=2.1x-x | | 44(x+2)=d-52x | | X-100=0 | | (X-100)(X-100)(X-100)=0 | | -3=p+7 | | X^3-100=0 | | 34=6p-8 | | 22=-5x+32 | | y=29+x | | -5(t+1)=10 | | 1=9+X | | 18+9h=81 | | 11r+s-6r+3s= | | 10x-89=3x-5 | | 38-7r=(6-4r) | | 2g+8=32 | | 9-8n+4n=12-67 | | (x-1)*ln(3)+7*ln(3)=3*ln(3) | | -30+4k=k-3k | | (x-1)*ln(3)-7*ln(3)=3*ln(3) | | 80=-27+x | | z^2+5x-4=0 | | 5x-4.7=20.3 | | A(x+b)=c(x+d) | | -9-4x=11-4x |