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Length of Arc of a Sector

In the figure...

Question

In the figure AC is the diameter of circle, with centre O, chord BD is perpendicular to AC.

Write down the angles p, q, r in terms of .

q = , r = 90 + , p = 90 –

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q = 2, r = p = 90 + /₂

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q = /₄, r = p = 180 – /₂

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q = , r = p = /₂

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q = /₂, r = p = 90 – /₂

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Solution

The correct option is E
q = /₂, r = p = 90 – /₂

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Similar questions

In the given figure, AC is the diameter of circle, centre O. Chord BD is perpendicular to AC. Write down the angles p,q and r in terms of x.

A C

O

B D ⊥ A C

p, q

r

x

∠ A C B = q

p, q

r

A P

(p + 2 q - r) (2 q + r - p) (r + p - q) = 4 p q r

\to P, \to Q

\to R

| \to P | = | \to Q |, | \to R | = \sqrt{2} | \to P |

\to P + \to Q + \to R = \to 0

\to P

\to Q, \to Q

\to R

\to P

\to R

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