Question

In Fig. 4.49, angle X=60^ , angle XYZ=50^ . IF YO and are the bisectors of angle XYZ and angle XZY , find angle Y and angle OZY​

Answer 1

Answer:

x + y + z = 180

60 + 50 + z = 180

z = 70

y = 50

oyz = 25

z = 70

ozy = 35

yoz = 180 - (70+35)

yoz = 75

ozy = 35

hope it helps✌️!!

Answer 2

Answer:

yoz=120 and ozy=35

Step-by-step explanation:

in triangle xyz

xyz+yzx+zxy=180 (angle sum property of triangles)

50⁰+yzx+60⁰=180

yzx=180-110

yzx=70⁰

as oz is bisector of angle yxz

$\frac{1}{2\\}$ yxz= ozy

1/2*70= ozy

ozy= 35⁰

as o is bisector of angle xyz

$\frac{1}{2\\}$ xyz= oyz

1/2*50= oyz

oyz= 25⁰

in triangle oyz

oyz+yzo+zoy=180 (angle sum property of triangles)

25⁰+yoz+35⁰=180

yoz=180-60

yoz=120⁰

hope this helps and pls mark me as brainliest if u think its correct