A chord of circle is of length 6 cm and it is at a distance of 4th from centre find radius of circle
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Answer: 5cm
Step-by-step explanation:
On inspection: half the chord, the distance line segment, and the radius should form a 3–4–5 right triangle, making the radius 5 cm.
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Radius of circle if the chord and the distance is given :-
radius² = (chord/2)² + distance²
so radius² = (6/2)² + 4²
=> radius² = 3² + 4²
= radius² = 9 + 16
= radius² = 25
so radius = √25
= radius = 5 cm
Answer is 5 cm
radius² = (chord/2)² + distance²
so radius² = (6/2)² + 4²
=> radius² = 3² + 4²
= radius² = 9 + 16
= radius² = 25
so radius = √25
= radius = 5 cm
Answer is 5 cm
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