Teaching MPPSC Assistant Professor Mock Test Series 2025 Engineering Mathematics Complex Variables Taylor's Series
Determine the series of sin θ using Taylor's theorem.
1
\( 1\ -\ \frac{\theta^2 }{2!}\ +\ \frac{\theta ^4}{4!}\ -\ \dots \)
2
\(1+\ \frac{\theta^2 }{2!}\ +\ \frac{\theta ^4}{4!}\ -\ \dots \)
3
\(\theta\ -\ \frac{\theta^3 }{3!}\ +\ \frac{\theta ^5}{5!}\ -\ \dots \)
4
\(\theta\ +\ \frac{\theta^3 }{3!}\ +\ \frac{\theta ^5}{5!}\ -\ \dots \)