Question

what is the relation between angle 2 and angle 8 in the given figure​

Answer 1

Answer:

i cannot see figure ....

Answer 2

Answer:

Concept:

Euclid's postulate

Step-by-step explanation:

Euclid's geometry is based on the following five postulates:

1. To create a straight line connecting any two points.

2. To constantly generate a finite straight line in a straight line.

3. Using any center and radius to describe a circle.

4. That every right angle is equal to every other right angle.

5. If two straight lines are produced forever, they will meet on the side where the inner angles are fewer than two right angles if a straight line falls on two straight lines to create those interior angles.

Refer to the image given

         $\angle 1=\angle 3= \angle 4$  -------(i)

        $\angle 2=\angle 4$  ---------------(ii)

By Euclid's postulate

we know that the things which are equal same things are equal to one another.

          $\begin{aligned}\angle 1=& \angle 4 \text { (From (1)) } \\\angle 2=\angle 4 \\& \angle 1=\angle 2\end{aligned}$

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