You visited us 1 times! Enjoying our articles? Unlock Full Access!

Tangent

In a circle O...

Question

In a circle O is the centre and $∠$ COD is right angle. AC = BD and CD is the tangent at P.
What is the value of AC + CP, if the radius of the circle is 1 metre?

Open in App

Solution

use circle and tangent property and final ans is 1+sqroot(2)

Suggest Corrections

Similar questions

∠ C O D

O

B D

A B a n d A C

B & C

∠ B A C = 70^{\circ}

∠ O B C

In the following figure, AB is the diameter of a circle with centre O and CD is the chord with length euqal to radius OA.

If AC produced and BD produced meet at point P; show that : $∠ A P B = 60^{\circ} .$

∠

= 110^{o}

∠

= 32^{o}

∠

= 118^{o}

∠

∠

A B

C (O, r)

C D

O C

A C a n d B D

P

∠ A P B

Join BYJU'S Learning Program