SOLUTION: ln5+lnx^4=405

Algebra.Com
Question 687548: ln5+lnx^4=405
Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
ln5+lnx^4=405
----------------
ln(5x^4) = 405



x=~ 6.274423E43

RELATED QUESTIONS

ln(5-x)=ln5-lnx find x (answered by Alan3354)
ln5-lnx=3 I tried:... (answered by josmiceli,stanbon,richard1234)
lnx = 4 (answered by Fombitz)
lnx^lnx=4 for... (answered by bucky)
Write the following expressions as the logarithm of a single quantitiy lnx+ lny-ln5 (answered by stanbon)
(ln5^-5)(ln(2/6^(4)))^-5 (answered by stanbon)
ln(x+4)-ln (2x+1)= ln5 (answered by dabanfield)
lne^(x^2+3x-4)=ln5 (answered by lwsshak3)
1+lnx^4=9 (answered by CharlesG2)