The Student Room Group

help me in math, differentiation

is my work right here?and can I just move that 1/2 out and get 4xsinx to obtain the final answer?pls ignore the left part of my work, I miscopied sth, just pls help me with that differentiation on the right
(edited 3 years ago)
Reply 1
You're nearly there but not quite right!

What did you multiply by to get rid of the sec^2 factor? What happens to the tan(x/2) when you do this? And no - you can't just take 1/2 outside the sine :smile:


Original post by Hedwigeeeee
is my work right here?and can I just move that 1/2 out and get 4xsinx to obtain the final answer?pls ignore the left part of my work, I miscopied sth, just pls help me with that differentiation on the right
when you multiplied 8xtan(12x)8xtan(\frac{1}{2}x) by cos2(12x)  cos^{2}(\frac{1}{2}x)\ \ you should have got 4xsin(x)4xsin(x)
using the Sine Double Angle Identity
(edited 3 years ago)
i cant get the final answer after this step
Original post by Silentieyes
i cant get the final answer after this step

I assume that this is a different question - not related to your original question?
Original post by Silentieyes
i cant get the final answer after this step

5cos(x).sin(x)=5sin(x)cos(x)=5tan(x)\frac{5}{cos(x)}.-sin(x)=\frac{-5sin(x)}{cos(x)}=-5tan(x)\\\\
Is there something you need to do after this step?

Quick Reply

Latest