Question

In the above figure, if l ll m and n is transversal, then the value of x is​

Answer 1

Answer:

x is 70

as they are Corresponding Angles

Answer 2

Answer ::

• ∠x = 70°

Step-by-step explanation ::

To Find :-

• The measure of ∠x

Solution :-

Given that,

• l || m and n is transversal
• And given one angle is 70°

According the question,

The measure of ∠x is,

=> ∠x = 70°

=> ∠x [ 70° ] = 70°

Reason:

As l || m and n is transversal, so, ∠x = 70° as these angles are corresponding angles.

More Information

Some more information related to angles :-

Angle :-

• An angle is a figure formed by two rays with a common initial point.

Linear pair :-

• A pair of adjacent angles are known as linear pair if their exterior arms form a straight line.The sum of linear pair of angles is always 180°.

Adjacent angles :-

• If two angles having a common vertex a common R and both are on the opposite sides of the common arm is called adjacent angles.

Vertically opposite angles :-

• if two angle formed by two intersecting lines having no common are called vertically opposite angles. Vertically opposite angles are equal.