# Fourier series

#### Uniman

##### New member

Work done so far.....

The answer is meant to be an integer or with a decimal point. Can someone check the solution.

#### chisigma

##### Well-known member
It is necessary to remember that in a point $t_{0}$ where f(t) isn't continous, the Fourier Series converges to...

$\displaystyle S_{0} = \frac{1}{2}\ \{\lim_{t \rightarrow t_{0} +} f(t) + \lim_{t \rightarrow t_{0} -} f(t) \}$

... under the assumption that both limits exist...

Kind regards

$\chi$ $\sigma$