Question

Triang
Therefore,
Now,
10.8 Cyclic Quadrilaterals
A quadrilateral ABCD is called cyclic if all the four vertices
of it lie on a circle (see Fig 10.31). You will find a peculiar
property in such quadrilaterals. Draw several cyclic
quadrilaterals of different sides and name each of these
as ABCD. (This can be done by drawing several circles B
of different radii and taking four points on each of them.)
Measure the opposite angles and write your observations
in the following table.
This gives
Again.
So.
Which is
Fig. 10.31
Example​

Answer 1

Step-by-step explanation:

Triang

Therefore,

Now,

10.8 Cyclic Quadrilaterals

A quadrilateral ABCD is called cyclic if all the four vertices

of it lie on a circle (see Fig 10.31). You will find a peculiar

property in such quadrilaterals. Draw several cyclic

quadrilaterals of different sides and name each of these

as ABCD. (This can be done by drawing several circles B

of different radii and taking four points on each of them.)

Measure the opposite angles and write your observations

in the following table.

This gives

Again.

So.

Which is

Fig. 10.31

Example

Answer 2

Answer:

nothing is impossible but it is impossible