(c) The direction in which the first minima occurs is $\theta$ (say). Then $e\sin\theta = \lambda$ or $e\theta = \lambda$ or, $\theta = \frac{\lambda}{e}$
$(\because\theta = \sin\theta\ $when$\ \theta\ $small)
Width of the central maximum $= 2b\theta + e = 2b.\frac{\lambda}{e} + e$