Question

Draw a circle of radius 3.6cm .Mark a point K on it.Draw tangent to the circle passing through point K​

Answer 1

Step-by-step explanation:

1) Draw a circle of radius OQ= 3.5cm with centre at O.

2) Draw an angle of 90

0

from point O.

3) Let ray of angle intersect the circle at R.

4) Now draw 90

0

from point Q

5) Draw 90

0

at point R.

6) These two arcs meet each other, mark the point as P

PQ and PR are the two tangents inclined at angle of 45

0

Now ∠AOB=90

0

and ∠APB=45

0

=∠AOB+∠APB=135

0

Answer 2

Answer:Draw a circle of radius OQ= 3.5cm with centre ato

Draw an angle of 90⁰ from point OLet ray of angle intersect the circle at R Now draw 90⁰ from point Q

Draw 90⁰ at point R These two arcs meet each other ,

mark the point as P PQ and PR

are the two tangents is clined at angle of 45⁰

Now < APB =45⁰

= <AOB + <APB =135⁰

hope it is help you