In a circle with center P, chord AB is drawn of length 13cm, seg PQ ⊥ chord AB, then

find ℓ(QB)

a) 3cm b)

In a circle with center P, chord AB is drawn of length 13cm, seg PQ ⊥ chord AB, then

find ℓ(QB)

a) 3cm b) 5.5cm c) 4cm d) 6.5cm​

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  1. Answer:

    l(QB)=6.5 cm

    Step-by-step explanation:

    Given: P is the centre of the circle. AB is the chord.Length of chord AB is 13 cm. Seg PQ is perpendicular to chord AB.

    To Find : l(QB)

    Solution: PQ divides chord AB into two parts

    i.e.AQ and QB.

    QB=1/2×13

    l (QB)=6.5 cm

    Therefore,the length of QB is 6.5cm

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