Math, asked by mishrasrinidhirotary, 5 months ago

in the following figure, if DE||BC, find x,y and z​

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Answered by Anonymous
3

Answer:

ANSWER

DE parallel to BC and AB is a transversal.

∴ ∠ADE=∠DBE⋯⋯[corresponding angles]

⇒ x=30

o

Now, DE parallel to BC and AC is a transversal.

∴ ∠AED=∠ECB⋯⋯[corresponding angles]

⇒ y=40

o

In triangle ABC,

∠A+∠B+∠C=180

o

⇒ z+30

o

+40

o

=180

o

⇒ z=180

o

−40

o

−30

o

⇒ z=110

o

Therefore,

⇒ x=30

o

⇒ y=40

o

⇒ z=110

o

Answered by Anonymous
5

see the solution it may help you ✔️

sorry for bad quality!✍️

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