Using the binomial theorem, find the coefficient of x^4*y^5 in (x-2y)^9.

The term containing x4y5 will be C(9, 5)x4(-2y)5 = (9!/(5!4!))x4(-2)5y5The coefficient of which will be 126-32=-4032

GH

Related Maths A Level answers

All answers ▸

A curve has parametric equations: x=(t-1)^3 and y= 3t - 8/(t^2). Find dy/dx in terms of t. Then find the equation of the normal at the point on the curve where t=2.


If y=cos(3x)cosec(4x), find dy/dx.


Identify two errors made by a student asked to evaluate the following integral (Will upload question to less space)


Differentiate 2cos(x)sin(x) with respect to x