What is the length of an arc which subtends angle θ (degrees) at the centre in a circle of radius r? A. (pi r theta)/180 B. (pi r theta)/360 C. (pi r theta)/60 D. (pi r theta)/90

Ashtyn Duncan

Ashtyn Duncan

Answered question

2023-02-28

What is the length of an arc which subtends angle θ (degrees) at the centre in a circle of radius r?
A . ( π r θ ) / 180 B . ( π r θ ) / 360 C . ( π r θ ) / 60 D . ( π r θ ) / 90

Answer & Explanation

unieventos8l9

unieventos8l9

Beginner2023-03-01Added 5 answers


For a slant of 360 subtended at the centre, the arc length is nothing but the circumference of circle that is 2πr where r is circle radius. For a slant of θ, the arc length will be θ 360 × 2 π r = θ 180 × π r.

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