I found the error I made in my second question I just need help on my first question if anyone can help me out please.
I am having issues with one homework problem and I am not to sure if I did the work for another problem correct. My first question is involving how to solve the limit as x approaches pi from the right
lim tan(x/2)sin(3x)
x -- pi^+
I have not been able to solve this algebraically I tried writing tan as sin/cos but that did not seem to help. For this particular limit should i evaluate it using the squeeze theorem?
My second question involves anti derivatives. I was given F'(t) and was told to find a function that satisfied requirements.
F'(t) = 2cos(2t) + sec^2(t) f(pi/3) = 4
I found the function f(t)
f(t) = -sin(2t) + tan(t) + c
then solves for c which was four. I am not to sure if I computer this problem correctly thought. Can anyone help me out?