Advertisements
Advertisements
प्रश्न
In the figure POQ, ROS and TOU are straight lines. Find the x°
Advertisements
उत्तर
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
संबंधित प्रश्न
In the adjoining figure, name the following pairs of angles.

- Obtuse vertically opposite angles
- Adjacent complementary angles
- Equal supplementary angles
- Unequal supplementary angles
- Adjacent angles that do not form a linear pair
In the given figure, Identify three linear pairs.
Given that AB is a straight line. Calculate the value of x° in the following cases
There are six angles at a point. One of them is 45° and the other five angles are all equal. What is the measure of all the five angles?
The measure of ∠BOC is
In the following figure, a = 40°. The value of b is ______.

A linear pair may have two acute angles.
What is the type of other angle of a linear pair if one of its angle is acute?
What is the type of other angle of a linear pair if one of its angles is right?
