Draw a pair of tangents to a circle of radius 5cm which are inclined to each other at an angle of 50 degree
Answers
Answered by
5
1.draw circle of 5cm.
2.draw 100 degree at the centre of the circle.
3.draw 90 degree at the point of contact to the radius on both the sides.
4.now,join the line the inclined angle will be 50 degree
2.draw 100 degree at the centre of the circle.
3.draw 90 degree at the point of contact to the radius on both the sides.
4.now,join the line the inclined angle will be 50 degree
smiley16:
Take a pic and send please
sry i am not at home just answered for timepass the calculation is right
i will send it to you tommorow
Ok no issues
Answered by
3
Draw a circle of 5cm.
Then taking a radius draw an angle of 130 degree at the centre.
On both the radii, draw angle of 90 degree on the point of intersection.
Join both the lines.
The point of intersection will be of 50 degree
Then taking a radius draw an angle of 130 degree at the centre.
On both the radii, draw angle of 90 degree on the point of intersection.
Join both the lines.
The point of intersection will be of 50 degree
Similar questions