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Exercise 2 Generate a plot of the function z = 0.1t² + 0.4t + 5 in the range -10 ≤t ≤ 10. Your t values should have a spacing of no more than 0.1. Hints: 1. Type your code in the empty code cell below. 2. Generate a suitable vector t with the np.arange() command. You might want to print t to double-check that it meets the spacing condition. 3. Calculate the result vector z according to the given equation. Remember that the operator for exponentiation is **, so t² would be coded as t**2. The multiplication operator may not be omitted. 4. Follow the example to generate a plot of z (vertical axis) versus t (horizontal axis). Be sure to label the axes. Assume t is in seconds (s) and z is in meters (m). 5. Verify that the plotted curve looks like a quadratic function (i.e. a parabola). # YOUR CODE HERE raise NotImplementedError()

Exercise 2 Generate a plot of the function z = 0.1t² + 0.4t + 5 in the range -10 ≤t ≤ 10. Your t values should have a spacing of no more than 0.1. Hints: 1. Type your code in the empty code cell below. 2. Generate a suitable vector t with the np.arange() command. You might want to print t to double-check that it meets the spacing condition. 3. Calculate the result vector z according to the given equation. Remember that the operator for exponentiation is **, so t² would be coded as t**2. The multiplication operator may not be omitted. 4. Follow the example to generate a plot of z (vertical axis) versus t (horizontal axis). Be sure to label the axes. Assume t is in seconds (s) and z is in meters (m). 5. Verify that the plotted curve looks like a quadratic function (i.e. a parabola). # YOUR CODE HERE raise NotImplementedError()

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Exercise 2 Generate a plot of the function z = 0.1t² + 0.4t + 5 in the range -10 ≤t ≤ 10. Your t values should have a spacing of no more than 0.1. Hints: 1. Type your code in the empty code cell below. 2. Generate a suitable vector t with the np.arange() command. You might want to print t to double-check that it meets the spacing condition. 3. Calculate the result vector z according to the given equation. Remember that the operator for exponentiation is **, so t² would be coded as t**2. The multiplication operator may not be omitted. 4. Follow the example to generate a plot of z (vertical axis) versus t (horizontal axis). Be sure to label the axes. Assume t is in seconds (s) and z is in meters (m). 5. Verify that the plotted curve looks like a quadratic function (i.e. a parabola). # YOUR CODE HERE raise NotImplementedError()
Transcribed Image Text:Exercise 2 Generate a plot of the function z = 0.1t² + 0.4t + 5 in the range -10 ≤t ≤ 10. Your t values should have a spacing of no more than 0.1. Hints: 1. Type your code in the empty code cell below. 2. Generate a suitable vector t with the np.arange() command. You might want to print t to double-check that it meets the spacing condition. 3. Calculate the result vector z according to the given equation. Remember that the operator for exponentiation is **, so t² would be coded as t**2. The multiplication operator may not be omitted. 4. Follow the example to generate a plot of z (vertical axis) versus t (horizontal axis). Be sure to label the axes. Assume t is in seconds (s) and z is in meters (m). 5. Verify that the plotted curve looks like a quadratic function (i.e. a parabola). # YOUR CODE HERE raise NotImplementedError()
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