V=pi int. (y^2) dx where y= 2/2x-6 which =1/(x-3). Therefore y^2=1/(x-3)^2y=2/(2x-6)
Find the volume of the solid of revolution by rotating the curves around the x axis, x=5, x=6.
Do not get the method of this question. Please help!
The only thing would be the simplification.O darn. Didnt know recognise the ability to simplify. How stupid.
But what if it was give 5/(2x-6)??
Woops, how careless.Replace (x-2) with (x-3) and you'll be fine.