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Version B$\newline$$7$. Solve $\newline$$\triangle ABC$ using the diagram and the given measurements. (The triangle is not drawn to scale.) Round answers to the nearest tenth. $\newline$$A=44^\circ$, $a=7$$\newline$$8$. Find one positive angle and one negative angle that is coterminal with $\newline$$-118^\circ$.$\newline$($1$ pt each)$\newline$Positive Angle: $\newline$$\quad$ Negative Angle: $\newline$$\quad$$\newline$$9$. Which pair of angles is coterminal?$\newline$$\quad$ ( $2$ pts)$\newline$A. $\newline$$\quad30^\circ$ and $\newline$$-30^\circ$$\newline$C. $\newline$$\quad-330^\circ$ and $\newline$$-30^\circ$$\newline$B. $\newline$$\quad30^\circ$ and $\newline$$A=44^\circ$$2$$\newline$D. None of the Above$\newline$$10$. Convert $\newline$$A=44^\circ$$3$ to radians.$\newline$$\quad$ ($2$pts)$\newline$A. $\newline$$A=44^\circ$$5$$\newline$C. $\newline$$A=44^\circ$$6$$\newline$B.$\newline$$A=44^\circ$$7$$\newline$D.$\newline$$A=44^\circ$$8$