In the given figure if \[{{l}_{1}}||{{l}_{2}}\] what is \[x+y\] in terms of \[{{w}^{o}}\] and\[{{z}^{o}}\]?

\[{{180}^{o}}+{{w}^{o}}-{{z}^{o}}\]

\[{{180}^{o}}-{{w}^{o}}+{{z}^{o}}\]

\[{{180}^{o}}-{{w}^{o}}-{{z}^{o}}\]

\[{{180}^{o}}+{{w}^{o}}+{{z}^{o}}\]

In the given figure if \[{{l}_{1}}||{{l}_{2}}\] what is \[x+y\] in ter

1.	In the given figure if \[{{l}_{1}}\|\|{{l}_{2}}\] what is \[x+y\] in terms of \[{{w}^{o}}\] and\[{{z}^{o}}\]?
A.	\[{{180}^{o}}-{{w}^{o}}+{{z}^{o}}\]
B.	\[{{180}^{o}}+{{w}^{o}}-{{z}^{o}}\]
C.	\[{{180}^{o}}-{{w}^{o}}-{{z}^{o}}\]
D.	\[{{180}^{o}}+{{w}^{o}}+{{z}^{o}}\]
Answer» B. \[{{180}^{o}}+{{w}^{o}}-{{z}^{o}}\]

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In the given figure if \[{{l}_{1}}||{{l}_{2}}\] what is \[x+y\] in terms of \[{{w}^{o}}\] and\[{{z}^{o}}\]?

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