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What is the arc length of GH? G 10 mm 60° H Express your answer as a simplified fraction in terms of T.​

What is the arc length of GH? G 10 mm 60° H Express your answer as a simplified fraction-example-1
User Gzorg
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2 Answers

5 votes
Here is your answer
So basically I used pi as 22/7 cause 3.14 I would get decimals you expected in fraction so I used 22/7
What is the arc length of GH? G 10 mm 60° H Express your answer as a simplified fraction-example-1
User Andrei Ciobanu
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2 votes

Answer:


\huge\boxed{\sf S=(20)/(6) \pi \ mm}

Explanation:

Given data:

Radius = r = 10 mm

Degree = θ = 60°

Required:

Arc length = S = ?

Formula:


\displaystyle S=(\theta)/(360) * 2 \pi r

Solution:

Insert the values in formula.


\displaystyle S = (60)/(360) * 2 \pi (10)\\\\S=(1)/(6) * 20 \pi\\\\S=(20)/(6) \pi \ mm\\\\\rule[225]{225}{2}

User Sahid Hossen
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