Consider the curve

y=ln(3x-1)

, Let

P

be the point on the curve where

x=2

.\ a) Find

(dy)/(dx)

and write down the gradient of the eurve at

P_(1)

\ \ B.\ e\ b) The normAl to the curve at

P

crosses the

x

-axis at

R

. Find the coordinates of

R

. Write your answer in terms of

ln

.

(x,0)

6) Consider the curve y=ln(3x1), Let P be the point on the curve where x=2. a) Find dxdy and write down the gradient of the curve at 1 f(x)P=3x11(3)=x3=23 ln(3x)(3)3ln(3x)CB b) The normal to the curve at P crosses the x-axis at R. Find the coordinates of R. Write your answer in terms of ln. (x,0)