Table 1 Total displacement (cm) Average velocity (cm/interval) Displacement (cm) Time (interval) 2 1 Cm CM 4.2 2 2.2 Cm 2.2 CM 2-2 CM 2.2 cM 2.6 2-2 Cm 2-2 4 CnM Tl 2.4 Cm 2.4 5 Cm (3.4 2.4 cm 2.4 CM 15.9 2.5cm 7 CM 2.5 2.4 cm 8.3 8 2.4 Cm 2.6 Cm 20-4 2.6 Cm 9 23-5 2.6cm Cm 10 2.6 Analysis 1. On a sheet of graph paper, plot the velocities (vertical axis) versus the corresponding time interva Is (horizontal axis). Be sure that each graph you plot in this experiment has a title and that all axes are properly labeled.

Table 1 Total displacement (cm) Average velocity (cm/interval) Displacement (cm) Time (interval) 2 1 Cm CM 4.2 2 2.2 Cm 2.2 CM 2-2 CM 2.2 cM 2.6 2-2 Cm 2-2 4 CnM Tl 2.4 Cm 2.4 5 Cm (3.4 2.4 cm 2.4 CM 15.9 2.5cm 7 CM 2.5 2.4 cm 8.3 8 2.4 Cm 2.6 Cm 20-4 2.6 Cm 9 23-5 2.6cm Cm 10 2.6 Analysis 1. On a sheet of graph paper, plot the velocities (vertical axis) versus the corresponding time interva Is (horizontal axis). Be sure that each graph you plot in this experiment has a title and that all axes are properly labeled.

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter2: Motion In One Dimension

Section: Chapter Questions

Problem 2P

See similar textbooks

Similar questions

A student writes, "A bird that is diving for prey has a speed of -10 m / s." What is wrong with the student's statement? What has the student actually described? Explain.
A bath toy is floating stationary in water such that half of the toy is above water and half of the toy is below the water. A kid pulls the toy 3.7 cm down into the water and then lets go. The toy then proceeds to bob up and down. It bobs up and down 16 times in a minute. (a) What is the equation that describes the position of the object at any given time? (b) Where is the toy at time t = 1.41 second (in cm)? Is it mostly above or below the water at this time? Explain.
1. According to the law of motion, the move of a particle is explained by s=f(t) where s represents the position of the particle and t represents the time. Consider the following equation f(t)=t3− 12tt + 36t where t is measured in seconds and s is measured in feet. a. When is the particle at rest? b. Find the displacement of the particle during the time period, 1 ≤ ? ≤ 4. Give an interpretation to the answer obtained.c. Find the total distance travelled during the first 8 seconds.
3) Which of the following can be modeled as a one dimensional motion? (a) A car driving east (b) A plane taking off from a runway (c) A rock falling straight down from a cliff
3. Can you please THOROUGHLY explain how did you solve this? I need it in step by step format because I'm going to explain it in class. Please help me, thank you
Information:λ = 655nm d = 1.5 × 10-⁶m = 1.5 µm question:Δy between 1st max (m=1) and 2nd min (m=1)?
Approximately how far, in cm, does the blood move during one beat? Assume similar data for the motion of the blood in a carotid artery which connects the aorta to the brain. Estimate how many beats of the heart it will it take the blood to get from your aorta to your brain. (Assume that the distance from your aorta to your brain is 30 cm.)
1. Hearing rattles from a snake, you make two rapid displacements of magnitude 1.8m and 2.4m.In sketches (roughly to scale) show how your two displacements might add up to give a resultant of magnitude a) 4.2cm b) 0.6cm. c) 3.0cm
1. A toy rocket accelerates at a rate of 20 m/s² for 10 seconds. a. Find the maximum height of the rocket. b. Find the total time that the rocket is in the air. 2. Explain how the concept of uniformly accelerated motion in one dimension is applicable in real life situations such as: a.) Pursuit and Tail-gating Phenomenon b.) Rocket Launch c.) Free fall Motion
Hi I am in physics 1 and I need help with this problem. It saids a boy runs in an open field. He runs 233m due north in 77 seconds, turns 90 degrees to his left and runs 178m in 93 seconds. Sketch a map of his motion and find the following quantities of his motion during this period from starting time to final time a) Map of his motion b) The total distance he runs (233m + 178m= 411m) c) The displacement from starting position to final position. What I have thus far is I got c=sqrt (233)^2+(178)^2=293m. Would I subtract this number from the total distance? Please includes detailed steps of how to solve this
2b. Using this data, sketch a plot of velocity vs time. Label your plot axes, so it is clear when (and if) the velocity changes.
How do you calculate the displacement of a moving object? Also, how do you determine the two positions in a time and position graph?