hitiálly, å pendulum swings through an arc of 4 feet. On each successive swing, the length of the arc is 0.8 of the previous length. (a) What is the length of the arc of the ninth swing? (b) On which swing is the length of the arc first less than 2 feet?

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Chapter1: Units, Trigonometry. And Vectors
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Initially, a pendulum swings through an arc of 4 feet. On each successive swing, the length of the arc is 0.8 of the previous length.
(a) What is the length of the arc of the ninth swing?
(b) On which swing is the length of the arc first less than 2 feet?
(c) After 15 swings, what total length will the pendulum have swung?
(d) When it stops, what total length will the pendulum have swung?
(a) The length of the arc of the ninth swing in feet is .
(Round your answer to three decimal places.)
(b) The length of the arc is first less than 2 feet on swing number
(Type your answer as a whole number.)
(c) After 15 swings, the pendulum will have swung a total length of
(Round your answer to one decimal place.)
feet.
(d) When it stops, the pendulum will have swung a total length of
(Round your answer to the nearest foot.)
feet.
Transcribed Image Text:Initially, a pendulum swings through an arc of 4 feet. On each successive swing, the length of the arc is 0.8 of the previous length. (a) What is the length of the arc of the ninth swing? (b) On which swing is the length of the arc first less than 2 feet? (c) After 15 swings, what total length will the pendulum have swung? (d) When it stops, what total length will the pendulum have swung? (a) The length of the arc of the ninth swing in feet is . (Round your answer to three decimal places.) (b) The length of the arc is first less than 2 feet on swing number (Type your answer as a whole number.) (c) After 15 swings, the pendulum will have swung a total length of (Round your answer to one decimal place.) feet. (d) When it stops, the pendulum will have swung a total length of (Round your answer to the nearest foot.) feet.
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