In the given figure, if \[{{l}_{1}}||{{l}_{2}}\] and\[{{l}_{3}}||{{l}_{4}}\], what is \[y\] in terms of\[x\]?

In the given figure, if \[{{l}_{1}}||{{l}_{2}}\] and\[{{l}_{3}}||{{l}_

1.	In the given figure, if \[{{l}_{1}}\|\|{{l}_{2}}\] and\[{{l}_{3}}\|\|{{l}_{4}}\], what is \[y\] in terms of\[x\]?
A.	\[{{90}^{o}}+x\]
B.	\[{{90}^{o}}+2x\]
C.	\[{{90}^{o}}-\frac{x}{2}\]
D.	\[{{90}^{o}}-2x\]
Answer» D. \[{{90}^{o}}-2x\]

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In the given figure, if \[{{l}_{1}}||{{l}_{2}}\] and\[{{l}_{3}}||{{l}_{4}}\], what is \[y\] in terms of\[x\]?

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