Homework Answers
For the constant positive acceleration, The velocity -time graph is a straight line and position time graph becomes parabolla shape because the relatiom between the position and time is second order equation (S = ut + 0.5*a*t^2).
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Consider an object moving with a constant positive acceleration. What does a...
For an object is moving with constant positive acceleration, which of the following statements is true?...
For an object is moving with constant positive acceleration, which of the following statements is true? [Enter all correct answers eg. B or AC or ABC or ...] A) The position of the object must also be positive B) The velocity of the object must also be positive C) The velocity of the object must be zero D) The velocity of the object must be continually changing by the same amount each second E) None of the above Please explain.
(ii)(a) An object is moving with constant acceleration in 1D (along a straight line), what is...
(ii)(a) An object is moving with constant acceleration in 1D (along a straight line), what is its position x(t) as a function of time, given its initial position xo, initial velocity vo and acceleration a? (b) How do you derive its velocity as a function of time from x(t)? (c) Why is the funciton of x(t) the key for predicting eclipses and hurricanes?
2. (a) Explain the difference between constant velocity and constant acceleration. (b) Are you more likely...
2. (a) Explain the difference between constant velocity and constant acceleration. (b) Are you more likely to be able to walk at a constant velocity or at constant acceleration? (c) For the equation x = Xo + of + at, what does a graph of x versus t look like? (d) What does the graph look like if a -0? Please scetch graphs and give explanations. (7 pts) 2 3. For the following position versus time values, calculate the average...
. If the acceleration of an object is constant and we make a graph of the...
. If the acceleration of an object is constant and we make a graph of the acceleration vs time, what function should fit the data? That is, if I write a ft), what is f(t)? 2. Velocity is the integral of acceleration. If the acceleration of an object is constant and we make a graph of the velocity vs time, what function should fit the data? 3. Position is the integral of velocity. If the acceleration of an object is...
4. 5. Moving with Constant Acceleration, PHYS 151 1. Take several objects of different masses, but...
4. 5. Moving with Constant Acceleration, PHYS 151 1. Take several objects of different masses, but all relatively heavy, and drop them together. Do they all fall together, or do some objects fall significantly faster than others? 2. Drop a piece of paper. How is its behavior different from the others? 3 Why does the paper behave differently from the other objects? Get the timer tape (a long, skinny piece of paper with little dots on it). This was attached...
An object is moving along a straight line in the positive x direction. The graph shows...
An object is moving along a straight line in the positive x direction. The graph shows its position from the starting point as a function of time. Various segments of the graph are identified by the letters A, B, C, and D. a. Describe what the object is doing during each segment of the trip. Calculate all constant variables. b. What is the average velocity for the trip.
1- What physical quantity is represented by the slope of a Position vs. Time plot? What...
1- What physical quantity is represented by the slope of a Position vs. Time plot? What are its dimensions? How did you know? Please explain. 2- What physical quantity is represented by the slope of a Velocity vs. Time plot? What are its dimensions? How did you figure it out? Please explain. 3- What would the Acceleration vs. Time plot look like for an object moving at constant velocity? Try drawing it and uploading a picture of your graph.
9) Assume that a moving object has constant acceleration a for all t>0 a) Determine a...
9) Assume that a moving object has constant acceleration a for all t>0 a) Determine a function, v(t), for the velocity of the object. i. For you function, what is v(0)? ii. Is your v(t) the only possible function or are there other possibilities? iii. Describe all possible v(t) b) Determine a function s(t) for the position of the object. What is s(0)? i. ii. Describe all possible s(t) We know that acceleration due to gravity on earth is about...
With details please An object with a mass of 4.25 kg undergoes an acceleration of 3.7...
With details please
An object with a mass of 4.25 kg undergoes an acceleration of 3.7 m/s^2 for a period of 8.0 s. If the initial velocity of the object is -7.05 m/s and it first experiences the acceleration when it is at the origin, plot by hand on graph paper (to scale) the force, velocity, and position as functions of time. Explain why your graphs look the way they do. Include all relevant equations.
An object is moving in a straight line with a constant acceleration. Its position is measured...
An object is moving in a straight line with a constant acceleration. Its position is measured at three different times, as shown in the table below. Time (s) Position, (m) 52.50 8.900 53.90 15.704 55.30 26.036 Calculate the magnitude of the acceleration at t-53.90s.
(ii)(a) An object is moving with constant acceleration in 1D (along a straight line), what is its position x(t) as a function of time, given its initial position xo, initial velocity vo and acceleration a? (b) How do you derive its velocity as a function of time from x(t)? (c) Why is the funciton of x(t) the key for predicting eclipses and hurricanes?
2. (a) Explain the difference between constant velocity and constant acceleration. (b) Are you more likely to be able to walk at a constant velocity or at constant acceleration? (c) For the equation x = Xo + of + at, what does a graph of x versus t look like? (d) What does the graph look like if a -0? Please scetch graphs and give explanations. (7 pts) 2 3. For the following position versus time values, calculate the average...
. If the acceleration of an object is constant and we make a graph of the acceleration vs time, what function should fit the data? That is, if I write a ft), what is f(t)? 2. Velocity is the integral of acceleration. If the acceleration of an object is constant and we make a graph of the velocity vs time, what function should fit the data? 3. Position is the integral of velocity. If the acceleration of an object is...
4. 5. Moving with Constant Acceleration, PHYS 151 1. Take several objects of different masses, but all relatively heavy, and drop them together. Do they all fall together, or do some objects fall significantly faster than others? 2. Drop a piece of paper. How is its behavior different from the others? 3 Why does the paper behave differently from the other objects? Get the timer tape (a long, skinny piece of paper with little dots on it). This was attached...
An object is moving along a straight line in the positive x direction. The graph shows its position from the starting point as a function of time. Various segments of the graph are identified by the letters A, B, C, and D. a. Describe what the object is doing during each segment of the trip. Calculate all constant variables. b. What is the average velocity for the trip.
9) Assume that a moving object has constant acceleration a for all t>0 a) Determine a function, v(t), for the velocity of the object. i. For you function, what is v(0)? ii. Is your v(t) the only possible function or are there other possibilities? iii. Describe all possible v(t) b) Determine a function s(t) for the position of the object. What is s(0)? i. ii. Describe all possible s(t) We know that acceleration due to gravity on earth is about...
With details please
An object with a mass of 4.25 kg undergoes an acceleration of 3.7 m/s^2 for a period of 8.0 s. If the initial velocity of the object is -7.05 m/s and it first experiences the acceleration when it is at the origin, plot by hand on graph paper (to scale) the force, velocity, and position as functions of time. Explain why your graphs look the way they do. Include all relevant equations.
An object is moving in a straight line with a constant acceleration. Its position is measured at three different times, as shown in the table below. Time (s) Position, (m) 52.50 8.900 53.90 15.704 55.30 26.036 Calculate the magnitude of the acceleration at t-53.90s.
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