what is the arc length of arc cd in the circle below? circle a is shown with a radius labeled 10 feet and a central angle marked 40 degrees.
Hello,
2π10-->360°
2π10/360°-->1°
2π10/36040-->40°
length of arc cd=20π/9=6,9813... (ft)
Answer:
Arc length = 6.9708 feet.
Step-by-step explanation:
Given : circle a is shown with a radius labeled 10 feet and a central angle marked 40 degrees.
To find : what is the arc length of arc cd in the circle .
Solution : We have given that radius = 10 feet.
central angle = 40 degrees.
Arc length = 2 pi r (\(\frac{central\ angle}{360}\).
Arc length = 2 3.14 10 (\(\frac{40}{360}\).
Arc length = 62.8 (0.111).
Arc length = 6.9708 feet.
Therefore, Arc length = 6.9708 feet.