MATLAB: A Practical Introduction to Programming and Problem Solving
MATLAB: A Practical Introduction to Programming and Problem Solving
5th Edition
ISBN: 9780128154793
Author: Stormy Attaway Ph.D. Boston University
Publisher: Elsevier Science
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Chapter 1, Problem 19E
To determine

To create:

Variables for the three resistors and store values in each, and then calculate the combined resistance.

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The voltage, E, applied across an inductor with inductance L is given by E = LdidtWhere i is the current through the inductor.For i = t e−tand L = 5 × 10−3, find E.
A cup of water at an initial temperature of 81°C is placed in a room at a constant temperature of 24°C. The temperature of the water is measured every 5 minutes during a half-hour period. The results are recorded as ordered pairs of the form (t, T), where t is the time (in minutes) and T is the temperature (in degrees Celsius). (0, 81.0°), (5, 69.0°), (10, 60.5°), (15, 54.2°), (20, 49.3°), (25, 45.4°), (30, 42.6°) (a) Subtract the room temperature from each of the temperatures in the ordered pairs. Use a graphing utility to plot the data points (t, T) and (t, T − 24).   (b) An exponential model for the data (t, T − 24) is T − 24 = 54.4(0.964)t. Solve for T and graph the model. Compare the result with the plot of the original data.   (c) Use a graphing utility to plot the points (t, ln(T − 24)) and observe that the points appear to be linear. Use the regression feature of the graphing utility to fit a line to these data. This resulting line has the form ln(T − 24) = at + b, which is…
Suppose that two nondimensional quantities are exactly A = 8.73 and B = 1.389. Using the rules for significant figures as stated in this chapter, express the four quantities (A+B), (A-B), (AB), and (A/B). Answers: A+B A-B AB A/B = = = i i IN M
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