Advertisements
Advertisements
Question
In the figure POQ, ROS and TOU are straight lines. Find the x°
Solution
Given TOU is a straight line.
∴ The sum of all angles formed at a point on a straight line is 180°
∠TOR + ∠ROP + ∠POV + ∠VOU = 180°.
36° + 47° + 45° + x° = 180°
128° + x° = 180°
128° + x° – 128° = 180° – 128°
x = 52°
APPEARS IN
RELATED QUESTIONS

Given that AB is a straight line. Calculate the value of x° in the following cases
Using the figure, answer the following question and justify your answer
Does ∠BOC and ∠BOD form a linear pair?
In the given, PQ || RS and a : b = 3 : 2. Then, f is equal to ______.
Two supplementary angles always form a linear pair.
A linear pair may have two acute angles.
In the following figure, write, if any, (i) each pair of vertically opposite angles, and (ii) each linear pair.
In the following figure, write, if any, (i) each pair of vertically opposite angles, and (ii) each linear pair.
What is the type of other angle of a linear pair if one of its angle is acute?