Question

hey guys answer fast please​

Answer 1

Answer:

refer the attachment

hope it helps you

Answer 2

$\bf\underline{\underline{\green{SOLUTION:-}}}$

Answer

• ∠VXU = 55°
• ∠VUX = 80°

Given

• ∠PUV= 100°
• ∠UVX= 45°

To Calculate

• ∠ VXU
• ∠VUX

Step By Step Explanation

∠PUV+∠VUX = 180° ( L.P)

100° + ∠VUX = 180°

∠VUX = 180-100

∠VUX= 80°

VUX is a Triangle

We know that,

${\boxed{\red{\tt{Sum\: of \:all \:angles \:of \:a\: triangle= 180}}}}$

∠UVX+∠VUX+∠VXU = 180

45 + 80 + ∠VXU = 180°

125 + ∠VXU = 180°

∠VXU = 180-125

∠VXU = 55°

$\bf\underline{\underline{\green {HENCE:-}}}$

• ∠VXU = 55°
• ∠VUX = 80°

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