SOLUTION: The period of time the pirate ship ride at a carnival takes to complete one cycle swinging to and fro is represented by the formula below for L feet long and T seconds. Find to the

Algebra ->  Rational-functions -> SOLUTION: The period of time the pirate ship ride at a carnival takes to complete one cycle swinging to and fro is represented by the formula below for L feet long and T seconds. Find to the      Log On


   

Question 452238: The period of time the pirate ship ride at a carnival takes to complete one cycle swinging to and fro is represented by the formula below for L feet long and T seconds. Find to the nearest hundredth of a second the period of time it takes the ride to swing one cycle if the ride hangs 200 feet.
T(L)=3n √(L/940)
Answer by stanbon(75887) About Me  (Show Source):
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The period of time the pirate ship ride at a carnival takes to complete one cycle swinging to and fro is represented by the formula below for L feet long and T seconds. Find to the nearest hundredth of a second the period of time it takes the ride to swing one cycle if the ride hangs 200 feet.
T(L)=3n √(L/940)
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Now it looks like L/940 is not an exponent.
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T(200) = 3n*sqrt(200/940)
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T(200) = 3n*sqrt(0.2128)
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What is "n"?
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Cheers,
Stan H.