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- The graph in Figure 1.38 shows the distance versus time for an elevator as it moves up and down in a building. Compute the elevator's velocity at the times marked a, b, and c.Eris Boreas pitched a baseball upward from the ground with a remarkable velocity of 192 ft/sec. The motion of the ball can be described by the equation s = -16t2 + vot + So. where s feet is the height of the object at t seconds, so feet is its initial height, and vo is its initial velocity. a. Write the equation that describes the ball's motion. b. How high will the baseball go? c. How long will it take for the baseball to reach its highest point? d. Find the instantaneous velocity of the ball at 4 seconds. e. Find the speed of the ball when it reaches the ground.completes the statement or answers thne question. Place your answer in the blank choices BE space given. Use the following graph to answer questions 6 to 9, Distance/Time Graph for Four Objects Object B Object A Object C 1 Object D 0 or 1n 2 3 4. 6. Time (s) C 6. Which object travelled for the longest time? A. Object A B. Object B C. Object C D. Object D VE distance time 1.5 = 4m/S Distance (cm) 2.
- lo noltsineestooR lsoirdgeno nolloM Part B- Data for the Motion of a Passenger Jeepney Data Part A- Data for a Bicycle's Motion 1. Plot the tabulated data (d vs t) 2. Time will be in the x-axis and distance in the у-аxis. 3. Connect the points. Describe the graph. 1. Plot the given tabulated data (d vs t) 2. Time will be in the x-axis and distance in the y-axis. 3. Connect the points. Describe your graph. Table 3.2: Bicycle's Motion Table 3. 3: Passenger Jeepney's Motion Distance Time Distance Time d (m) t (s) d (km) t (h) 20 50 1 38 4 100 60 6 100 3 79 100 4 100 10 150 120 12 100 6 138 14 50 8 Table 3.4: Car's Motion Distance Time Part C- Data for the Motion of a Cat d (m) t (s) 01 1. Plot the distance against time (d-t graph) 2. Time will be in the x-axis and distänce in the y- 15.5 4.8 axis. 46.5 8.7 3. Connect the points. Describe the graph. 75.0 11.1 105.2 13.0 150.0 15.3 200.1 17.7If a man ran @ 3m/s for 10s and then -3m/s for 10s more.... A.What is the distance traveled? B. Average speed ? C. Displacement @ end of trip ? D. Average velocity and direction if any ? Can you show me how to solve this please. ThanksAnalyze the velocity vs. time graph below. Which acceleration vs. time graph cor- responds to the velocity vs. time graph? Velocity vs. Time A D ARNETSHOLT per una 155095MPO INGE C
- 11. A steel ball is dropped from a height of 100 meters, and is accelerating due to gravity, which velocity time graph best represents the motion of the ball? TIME TIME TIME TIME D. B. O O22. A tennis ball travels down a ramp onto a table and at the end of the ramp has a velocity of .75 m/s. The ball is released from rest at the top of the ramp and travels 1.2 meters to the bottom. What is the acceleration as the ball travels down the ramp? Next create a velocity vs. time graph below taking care to label units and numbers properly. Give the equation for the graph in slope-intercept form (y = mx + b).Directions: Graph the motion of an object. During a 30minute round trip from home to store back to home, the total distance travelled is 6km. The average velocity is 12km/h. 1. Use position vs. time 2. Use velocity vs. time 3. Use speed vs. time
- Upton Chuck is riding the Giant Drop at Great America. If Upton free falls for 2.60 seconds, what will be his final velocity? (Use the kinematic equation of particles). O a. -35.5 m/sec O b. -25.5 m/sec O C. -20.5 m/sec O d. -18.5 m/secAs a train accelerates uniformly it passes successive 850 meter marks while traveling at velocities 1.5 m/s and then 15 m/s. a. For the first mark of the journey, what is the acceleration of the train in m/s sq? b. Determine the train's velocity when it passes the next mark in m/s. c. Determine the time it takes to travel the 1.7-km distance in seconds.A small steel ball is shot vertically upward with an initial velocity of 18mps, from the top of the building 24m above the street. a. How high above the building and above the ground will the ball rise? b. What time will it reach the maximum height? c. Compute the velocity with which it will strike the ground. d. Compute the total elapsed timed.