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Nilanjan Bhowmick AIR 3, CSIR NET (Earth Science)
- IIT JAM
- Mathematics (MA)
Sp19;45; please send the solution to the problem given in the attachment.
sp19;45; please send the solution to the problem given in the attachment.
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Dristi vashishtha![best-answer]()
check ans is 1
why not this?
Have you made this series for this function show the process.
I just wrote down the Taylors theorem about=pi/2.
but you have to solve the function also na to get the exact ans.
vrna why would have they given the function..
for Taylor's expansion, the function must be continuous and differentiable, and at x=pi/2 the functions' derivative is 0, right?
yaa it might be because the function contains one series so first we should expand that.