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$0$.$8$ rriangles$\newline$Date$\newline$$\qquad$$\newline$$\qquad$ $10$, ind the range of $\qquad$ Nothe length for $\overline{A B}$,$\newline$Solve for $\mathrm{m} \overline{A B}$.$\newline$$$\begin{array}{l} \mathrm{m} \overline{A B}<5+9 \rightarrow \mathrm{m} \overline{A B} \\ \mathrm{~m} \overline{A B}>9-5 \rightarrow \mathrm{m} \overline{A B} \end{array}$$$\newline$$50$ the length for $\overline{A B}$ is between $4 \mathrm{~cm}$ and $14 \mathrm{~cm}$, or $4 \mathrm{~cm}<\mathrm{m} \overline{A B}<14 \mathrm{~cm}$.$\newline$Qlsoify each triangle by angles and sides.$\newline$$01$.$\newline$$3$.$\newline$$4$.$\newline$$$\begin{array}{l} \text { obtuse triangle } \\ \text { scalene triangle } \end{array}$$$\newline$$\qquad$$\newline$$\qquad$$\newline$$\qquad$$\newline$The measure of two of the three angles of a triangle are given. Find the neasure of the remaining angle. Then classify the triangle by its angles.$\newline$: $\qquad$$2$$\newline$$6$. $\qquad$$3$,$\newline$$7$. $\qquad$$4$,$\newline$$8$. $\qquad$$5$,$\newline$$\qquad$$6$ sute triangle $\qquad$$\newline$$\qquad$$\newline$$\qquad$ ilar pes the$\newline$$9$. $\qquad$$0$,$\newline$$10$. $\qquad$$1$,$\newline$$11$. $\qquad$$2$,$\newline$$12$. $\qquad$$3$,$\newline$$\qquad$$\newline$$\qquad$$\newline$$\qquad$$\newline$$\qquad$