Question: The time, t seconds, it takes a pendulum to complete one back and forth swing can be determined by the equation 1* = 0.32JT, where!



The time, t seconds, it takes a pendulum to complete one back and forth swing can be determined by the equation 1* = 0.32JT, where! is the length of the pendulum in inches, Determine the length of the pendulum if it takes 1.1 s to make a complete back and forth swing. Select one: 0 a. 9.12 in O b. 10.82 in O c. 11.82 in 0 d. 1.85 in The time, t seconds, it takes a pendulum to complete one back and forth swing can be determined by the equation 1': 0.32JT, where! is the length of the pendulum in inches, A clock manufacturer has an adjustable length pendulum with the shortest length being 6.5 in and the longest length being 10 in. Determine the range of swinging times for this pendulum. Select one: 0 a. 0.914sts1to12 O b. 0316951012 0 c. O.816St0.914 Q d. 0.3205!' 5 11012 The function y =f(x) has a range of (3,16]. The minimum value of y = \\If E5 is' If 2f(-3) = 32 , then the point (3,y) on the graph of y = \\lfiii has a yvalue of Answer: The graph of y =f(x) is shown below. The number of invariant points when y =f(x) is mapped to y = inii is
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