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Consider two pendulums with lengths l1 and l2. Express the ratio of their lengths /1/l2 in terms of periods Tj and T2. When submitting your
answer please keep in mind that, for example T/T2 must be written as "T1^2/T2". Please use the "Display response" button to check you
entered the answer you expect.
1ll2=
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You may also recall that for a simple pendulum N = V, where g is the acceleration due to gravity and L is the length of the pendulum. This has been inserted in Equation 4 above. Lastly, this means that angular position 0 of the pendulum is given by: 0 = 0, cos(Nt) Equation 5 Question 1 Use the information above and Equation 2 to write an equation for the period of the pendulum in terms of g and L.
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Consider two pendulums with lengths l1 and I2. Express the ratio of their lengths //l2 in terms of periods T1 and T2. When submitting your answer please keep in mind that, for example T2/T2 must be written as "T1^2/T2". Please use the "Display response" button to check you entered the answer you expect. Display response
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