$[(2)/(5)$ Points$]$ Start with a circle of radius r$=17.$ Form the two shaded regions pictured below. Let f$(\backslash$theta $)$ be the area of the shaded region on the left which has an arc and two straight line sides. Let g$(\backslash$theta $)$ be the area of the shaded region on the right which is a right triangle. Note that the areas of these two regions will be functions of $\backslash$theta ; r$=17$ is fixed in the problem. $($a$)$ Find a formula for f$(\backslash$theta $)=($b$)$Find a formula for g$(\backslash$theta $)=($c$)\backslash$lim$\_(\backslash$theta $->0)$f$(\backslash$theta $)=($d$)\backslash$lim$\_(\backslash$theta $->0)$g$(\backslash$theta $)=($e$)\backslash$lim$\_(\backslash$theta $->0)[$f$(\backslash$theta $)/($g$)(\backslash$theta $)]=$