Question

In the given figure POQ is diameter and AP=AQ .Find< APQ.



agr answer nhi ata to koi thanks hi dedo plz​

Answer 1

Answer:

Answer

In the above figure first of all join OR

Now, from the figure it is seen that

△OBP≅△ORP

Then, ∠BOP=∠ROP=x

Now, from the figure it is also seen that

△OAQ≅△ORQ

Since AOB is straight line,

∠AOB=180 ⁰

∴x+x+y+y=180 ⁰

∴2x+2y=180 ⁰

∴2(x+y)=180 ⁰

∴(x+y)=90 ⁰

∴∠POQ=90 ⁰

→ Hence OP and OQ are perpendicular to each other.

DISHA HERE

Explanation:

$i \: hope \: its \: helpful \: to \: you \:$