Penguins
20th May 2006, 10:14 AM
I don't know how to start solving this question:
A curve, C, has equation y = x - 2 - 2 log x, where x > 0.
The vertical lines x = 6 and x = 7 meet the curve at points R and S respectively.
Show that the y-coordinate of R is 4 - log 36
(all the logs are to base 10)
Any help would be much appreciated!!
A curve, C, has equation y = x - 2 - 2 log x, where x > 0.
The vertical lines x = 6 and x = 7 meet the curve at points R and S respectively.
Show that the y-coordinate of R is 4 - log 36
(all the logs are to base 10)
Any help would be much appreciated!!