The curve C has the equation y = 2e^x -6lnx and passes through the point P with x - coordinate 1. a) Find the equation to the tangent to C at P

y = (2e-6)x + 6

SH

Related Maths A Level answers

All answers ▸

Find the derivative of the curve e^(xy) = sin(y)


Integrate 3t^2 + 7t with respect to t, between 1 and three.


A and B have coordinates (2,3) and (5,15), respectively. Together they form line l. Find the equation for the line r that goes through C(7,-2) and is perpendicular to l. Give the answer in the format of y=mx+b


Differentiate the following: 4x^3 + sin(x^2)