course 231 2/11; 5:45pm For a certain pendulum, periods of T = .91, 1.291681, 1.58539 and 1.83345 seconds are observed for respective lengths L = 7, 14, 21 and 28 units. •Determine whether the transformation T -> T2 or T -> T3 linearizes the function better. T to T3. • Determine the equation of the resulting straight line, and solve the equation for T. T = .0438L + .6 • Use your equation to determine the period of a pendulum whose length is 51.19815 units. T = .0438(51.2) + .6 = 2.84s • Use your equation to determine the length of a pendulum whose period is 2.424873 seconds. 2.42s = .0438x + .6 1.82s = .0438x X = 41.6 units