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The position of a cat running from a dog down a dark alley is given by the values of the table. 15 (sec) 3 (ft)
The position of a cat running from a dog down a dark alley is given by the values of the table. 15 (sec) 3 (ft) 0 0 10 21 57 94 108 Uil-PWNH Use the data to complete the following. (Round your answer to within two decimal places if necessary, but do not round until your final computation.) 3. Find the average velocity tor the time period beginning when t = 2 seconds and lasting the following lengths. 3 sec: ft / sec 2 sec: ft / sec 1 sec: ft / sec b. Estimate the instantaneous velocity when t = 2 seconds by finding the average velocity from t = 1 seconds to t = 3 seconds. Average velocity: ft/secThe experimental data in the table below define y as a function of x. y 0 2.9 1 1.7 2 1.2 3 1.3 4 1.5 5 2.5 (Round your answer to within three decimal places if necessary, but do not round until your final computation.) a. Let P be the point (3, 1.3). Complete the table below by computing the slope of the line PQ when Q is the point of the graph with x-coordinate x1.a. Let P be the point (3, 1.3). Complete the table below by computing the slope ofthe line PQ when Q is the point ofthe graph with xcoordinate m1. x1 Slope 0 b. Draw the graph of the function for yourself and estimate the slope of the line approaches as Q gets closer to P. Slope: A ball is dropped from a state of rest at time t : 0 seconds. The distance traveled after 15 seconds is 505) : 16152 ft. (Round your answers to Within three decimal places if necessary, but do not round until your nal computation.) a. How far does the ball travel during the time interval [3, 3.5]? As : ft b. Compute the average velocity over [3, 3.5]. g i f_t At _ see c. Compute the average velocity over the following time intervals. c. Compute the average velocity over the following time intervals. Time Interval Average Velocity (ft/s) [3, 3.01] (3, 3.001 [3, 3.0001] [2.9999, 3] [2.999, 3] [2.99, 3] Use this to estimate the object's instantaneous velocity at t = 3 seconds. V (3) = ft secITEMS INFO LEARNING RESOURCES Practice similar Help me with this
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