Note:-• Do not provide handwritten solution. Maintain accuracy and quality in your answer. Take care of plagiarism.• Answer completely.• You will get up vote for sure. 4. The following data gives the height (in inches) of a sunflower plant as a function of time(days after it was planted).1010Time (days)20Height (in)23The height can be modeled by the logistic function:10130454063508160957098H =1+23e-0.093tWhere H is the height (in.) and t is the time (days). Make a plot of the height versus time.The figure should show the data from the table above as points and the height modeled bythe equation as a solid line. Add a legend, and label the axes.5. Make a 3-D surface plot of the function z=+3sin² (0.8y) in the domain-4≤x≤4 and -4 ≤y≤4.

The MATLAB code to plot the height versus time is given below.1% Given data 2time_days = [10, 20,…

4. The following data gives the height (in inches) of a sunflower plant as a function of time (days after it was planted). Time (days) Height (in) 10 10 30 45 40 63 50 81 60 95 70 98 20 23 The height can be modeled by the logistic function: 101 H = 1+ 23e-0.093t Where H is the height (in.) and t is the time (days). Make a plot of the height versus time. The figure should show the data from the table above as points and the height modeled by the equation as a solid line. Add a legend, and label the axes. 5. Make a 3-D surface plot of the function z= +3sin² (0.8y) in the domain -4≤x≤4 and -4≤ y ≤4.

4. The following data gives the height (in inches) of a sunflower plant as a function of time (days after it was planted). Time (days) Height (in) 10 10 30 45 40 63 50 81 60 95 70 98 20 23 The height can be modeled by the logistic function: 101 H = 1+ 23e-0.093t Where H is the height (in.) and t is the time (days). Make a plot of the height versus time. The figure should show the data from the table above as points and the height modeled by the equation as a solid line. Add a legend, and label the axes. 5. Make a 3-D surface plot of the function z= +3sin² (0.8y) in the domain -4≤x≤4 and -4≤ y ≤4.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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