Question

plz solve this question​

Answer 1

‍ $\huge{ \underline{ \underline{\mathtt{AnsweR}}}}$

The value of $\angle{PQR} = 125°$

Step By Step Explanation :

• Given : $\angle{POR} = 110°$

Let's take the reflex of $\angle{POR}$,

$360° - \angle{POR} = 2 \times \angle{PQR}$

$360° - 110° = 2 \times \angle{PQR}$

$250° = 2 \times \angle{PQR}$

$\frac{250}{2} = \angle{PQR}$

$\angle{PQR} = 125°$

That is the required answer.

Answer 2

$\huge{ \underline{ \mathfrak{Here\:You\:Go!}}}$

Hey, thanks for the question! ;D

It's already given that $\angle{POR} = 110°$

We have to find the value of $\angle{PQR}$

The reflex of $\angle{POR}$ would be $360° - \angle{POR} = 2 \times \angle{PQR}$

Putting the value of $\angle{POR}$ we get,

$360° - 110° = 2 \times \angle{PQR}$

Now subtracting the values,

$250° = 2 \times \angle{PQR}$

Bringing 2 to the other side, i.e to LHS,

$\frac{250}{2} = \angle{PQR}$

Cancelling both we get the value of $\angle{PQR}$ that is :

$\angle{PQR} = 125°$

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Thank You! :)