Question

What is the measure of SRZ ?

Answer 1

hola frnds it's ur answer....

Answer 2

Answer:

Here's your answer

Step-by-step explanation:

Since PXY is an isosceles triangle angle XYP=anglePXY=$70^{0}$

Now by angle sum property angleXPY=$180^{0}-(70^{0}+70^{0})=40^{0$

Now QP||RS

=>angle XPY = angle RST

now

angle RST = angleSRQ {since vertically opp angles on a tranversal are equal}

now QRZ is a straight line

angleSRQ + angle SRZ=$180^{0}$

=>angle SRZ=$180^{0}-40^{0}=140^{0}$

Hope it helps