Problem $3$: Typical Double$-$slit Problem Monochromatic coherent light illuminates an opaque screen containing two narrow slits that are spaced $6\mathrm{.}0$m apart. The light produces an interference pattern for which the $5$ th$-$order bright fringe is located at an angle of $32\mathrm{.}3$ away from the centerline. Note: Bright fringes are maxima of intensity, and dark fringes are minima. a$)$ What is the wavelength of the light? b$)$ The screen is located $1\mathrm{.}58$ m from the slits. What is the distance between the $5$th$-$order and $6$th$-$order bright fringe? c$)$ What is the angle between the centerline and the $2$nd dark fringe away from the center? d$)$ How many total bright fringes appear on the screen?