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ENG1014 - Engineering Numerical Analysis - S1 2026

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Copy and paste your Python code for the previous question in the plain text box below. 

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You wish to evaluate

using Simpson's 1/3 rule, using differing numbers of segments. Recall that for Simpson's 1/3, each application of the rule requires 2 segments (and 3 points).

Calculate the final integral for all valid numbers of points within the range (1,100). Create a graph that plots the final calculated integral (dependent variable) vs the number of points used in the calculation (independent variable).

Take a screenshot of your final graph and upload it below. You do not need to include a title or axes labels in this case.

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Consider the following function:

There are 22 roots of this equation (where y = 0) for x = [0, 40].

Write a script that will calculate and store all roots of the equation within this domain, and then calculate the sum of all of these values. Your final answer is this sum of all the roots, given to at least 4 decimal places (i.e. if your roots were at x = [1, 2, 3, 4], your answer should be 1 + 2 + 3 + 4 = 10.0000).

Hint: you may wish to use a modified version of your false-position method function

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Consider the following function:

There are 22 roots of this equation (where y = 0) for x = [0, 40].

Write a script that will calculate and store all roots of the equation within this domain, and then calculate the sum of all of these values. Your final answer is this sum of all the roots, given to at least 4 decimal places (i.e. if your roots were at x = [1, 2, 3, 4], your answer should be 1 + 2 + 3 + 4 = 10.0000).

Hint: you may wish to use a modified version of your false-position method function

Переглянути це питання

You wish to evaluate

using Simpson's 1/3 rule, using differing numbers of segments. Recall that for Simpson's 1/3, each application of the rule requires 2 segments (and 3 points).

Calculate the final integral for all valid numbers of points within the range (1,100). Create a graph that plots the final calculated integral (dependent variable) vs the number of points used in the calculation (independent variable).

Take a screenshot of your final graph and upload it below. You do not need to include a title or axes labels in this case.

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Copy/paste your entire code for the above questions into the textbox below.

This is only marked in limited circumstances, such as where there's a problem with the question.

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What do the "whiskers" in a boxplot (produced using matplotlib.pyplot.boxplot) represent?

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What does the s parameter in plt.scatter() represent in a bubble chart?

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How many numerical variables can be represented in a bubble chart?

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What is the primary purpose of a histogram?

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