In which of the following alphabets, the number of lines of symmetry is 2 and the order of rotational symmetry is 2?

The alphabet 'H' has 2 lines of symmetry.

When we rotate 'H' by $180°$we get the same form of the image as the original form.

So, the order of rotation of alphabet 'H' = $\frac{360°}{180°} = 2$