College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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- 1#2 Chapter 2 - The Derivative Function 89 The distance a person can walk in time t is given by d =vt where d is measured in miles and t is measured in hours. %3D a) Find the average velocity from t= 1 tot=4 hours. b) Estimate the person's velocity at t = 4 hours. A ball is dropped from a tall building and d is the number of feet it falls in t seconds. The following table shows some of the values of t and d. t (sec) 1 3. 4. 0. 0. d (ft) 15.07 57.90 | 127.03 201.76 |333.00 a) Plot the six data points. Label the axes and indicate the units that are being used. b) The slope of any secant line on the graph is a measure of velocity. Why? of the follin g bell ot t c) Make throo aarrow_forward2. We are given the velocity funtion of mouing car Along an east-wed4 highung is V(4) = 3€²-24 where t- hours afterho and distance is measured east is the positive direction, in miles, Note that going A If st) is the position in miles from Norton Tewn Mall and at 1 pm the car was at Norton Town Hall, find S(4) B) What was the average velocity of the car from Zpm to 5 pm! Include units of measurementi ) Set up o formula involving either s(E) or the total distance trave lled by the objét from Ipm to tpm? Answer simpligye v(t) that gves must have s" er v's in it. Do notarrow_forwardOn a fishing trip on Lesser Slave Lake you drive your motorboat north at 20.0 km/h for 30.0 minutes. After realizing that you passed your fishing spot, you turn south and travel at 35 hm/h for 10.0 minutes. Determine your average. a) speed for this trip. [24km/h] b) velocity for this trip. [ 6.3 hm/h, North]arrow_forward
- The picture shows the wingspan for a cardinal and for an Andean condor. What formula explains why the cardinal beats the wings faster than the condor? 300 cm | 30 cm Cardinal Andean condor O A. 1 = mr? O B. W = 0/t OC.I= Frsine O D. T= I-aarrow_forward3. A tennis ball is thrown up in the air. It's height is given by h(t) = -5t2 + 23t + 2, where h(t) is in meters and t is in seconds. Use technology to answer: a.) What is the max height of the tennis ball? When does it occur? b.) How long was the tennis ball in the air?arrow_forwardCompute 3.24 m +0.532 m to the correct number of significant figures. A. 3.7 m B.3.77 m C. 3.772 m D. 3.7720 marrow_forward
- Q1arrow_forwardA vehicle is moving at +36.0 m/s when the driver sees a stop sign. In 2.60 seconds, the vehicle comes to a stop. 1) Find the vehicle’s acceleration (magnitude and direction). 2) Find the vehicle’s displacement (magnitude and direction).arrow_forwardProblem 1 - Unit Conversions A plane moves with speed v = 400 km/h; rewrite v in m/s. The density of iron is approximately p = 7.8 g/cm; what is the density of iron in kg/m? Problem 2 - Velocity and Acceleration A point particle moves along the r axis, and its position as a function time is given by the equation z(t) = At² – B ,arrow_forward
- Car is traveling South @ 50 mil and @ t = 2.0s later it is traveling h East mil @50 h 1) Find 2) Plot à ou average a ( Tal and 8). x-y graph.arrow_forward2. Frankie and Rosie take a trip in a car from one town to the next. During the trip several different average speeds are driven based on traffic. Frankie drives for 16.4 miles at 22.0 m/s, 14.5 miles at 26.0 m/s, and 30.2 miles at 18.0 m/s. As part of this trip Frankie and Rosie stop to eat dinner at a diner for about 35.0 minutes. Calculate the total time for the entire trip in minutes. o straight portion of a trackarrow_forwardA truck is moving at a speed of 50 km/h, how far does it travel in 0.5 h in meters? A)2.50E3m/s B)2.00 E3nm/s C)1.00E3m/s D)4.50E3m/sarrow_forward
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