SNHU • MAT 240 • APPLIED STATISTICS

MAT 240 Module 5: House Listing Price by Region

We complete the full MAT 240 Module 5 hypothesis testing assignment — random sampling, Excel t-test analysis, p-value calculation, and written report — for SNHU students with an A/B grade guarantee.

✓ A/B Grade Guaranteed ✓ Excel File Included ✓ Written Report Completed ✓ Fast Turnaround ✓ SNHU Format & APA Style

1. What Is MAT 240 Module 5?

MAT 240 (Applied Statistics) is an SNHU course that teaches students to apply statistical methods to real-world datasets. Module 5 is one of the most technically demanding assignments in the course: House Listing Price by Region. Students are given a large real estate dataset containing house listing prices from multiple regions across the United States and are required to:

  • Draw a random sample of 750 homes from the Pacific region using Excel's RAND() function
  • Compute descriptive statistics (mean, median, standard deviation)
  • Set up and perform a formal left-tailed one-sample t-test
  • Calculate the t-statistic and p-value using Excel's T.DIST() function
  • Make a statistical decision at the 5% significance level
  • Write a complete, professionally structured analysis report in APA style

This assignment requires both hands-on Excel data work and academic writing — a combination that trips many students up. Finish My Statistics Class handles both components with precision.

2. Complete Assignment Breakdown

2.1 The Research Question

A real estate salesperson claims that the average cost per square foot of a house in the Pacific region is less than $280. The assignment requires you to test this claim statistically using real-world housing data.

Null Hypothesis (H₀)
μ = $280

The average cost per square foot of home sales in the Pacific region equals $280.

Alternative Hypothesis (H₁)
μ < $280

The average cost per square foot of home sales in the Pacific region is less than $280. (Left-tailed test)

2.2 Random Sampling & Descriptive Statistics

A random sample of n = 750 houses is drawn from the Pacific region of the dataset using Excel's RAND() function. The data is sorted by random values and the first 750 observations selected. Here are the key descriptive statistics from the sample:

750
Sample Size (n)
$263
Sample Mean
$202
Sample Median
$161.63
Std. Deviation
5.9017
Std. Error

The histogram of the sample shows a right-skewed distribution, which is explained by a subset of high-value Pacific properties. Most homes fall in the $104–$400 per square foot range, with the modal class between $166 and $228. Despite the non-normal shape, the Central Limit Theorem applies — with n = 750, the sampling distribution of the mean is approximately normal.

2.3 T-Test Calculation

Since the population standard deviation is unknown, a one-sample t-test is used. The test statistic is calculated as:

t = (x̄ − μ₀) / (s / √n) = ($263 − $280) / 5.9017 = −2.9099

The p-value is then found using the Excel T.DIST function for a left-tailed test with 749 degrees of freedom:

' Excel function used to find the p-value:
=T.DIST(-2.91, 749, 1)

' Result:
p-value = 0.0019

2.4 Test Decision & Conclusion

✓ Reject the Null Hypothesis

Statistical Decision at α = 0.05

Since the p-value (0.0019) is less than the significance level (0.05), we reject the null hypothesis H₀.

Conclusion: At the 5% level of significance, there is sufficient statistical evidence to support the salesperson's claim that the average cost per square foot of a house in the Pacific region is less than $280.

3. What We Deliver for MAT 240 Module 5

Deliverable What's Included
Completed Excel Workbook Fully worked Excel file with the original dataset, RAND() random sample of 750 houses, descriptive statistics table, histogram, T.DIST calculation, and all intermediate steps clearly shown.
Written Analysis Report Complete APA-formatted written report including: introduction, hypothesis setup, data analysis preparations, descriptive statistics interpretation, histogram description, t-test calculations, p-value table, test decision, and conclusion. Formatted to SNHU standards.
Statistical Interpretation Full explanation of the Central Limit Theorem justification, left-tailed test rationale, and clear language for the accept/reject decision with proper statistical phrasing.
Figures & Tables Properly labeled histogram figure (Figure 1), descriptive statistics table, and Excel function output table — all formatted per the rubric.

4. Why Students Struggle with This Module

Common Stumbling Block What Goes Wrong
Wrong Sampling Method Students manually copy rows or pick non-random samples. The assignment requires Excel's RAND() function, sorting the entire dataset by random values, and selecting the first 750 rows from the Pacific region only.
Choosing the Wrong Test Without a known population standard deviation, a t-test (not z-test) is required. Many students incorrectly use a z-test and lose significant points on the methodology section.
Incorrect Tail Direction Since H₁ uses “less than” (<), this is a left-tailed test. Students who use a two-tailed or right-tailed function in Excel get the wrong p-value and an incorrect conclusion.
Misinterpreting Skewness The histogram is right-skewed and students often incorrectly argue the data “is not normally distributed” and cannot use a t-test — missing the Central Limit Theorem argument that justifies normality for large samples.
Weak Written Conclusion The rubric requires a formal, statistically worded conclusion. Saying “the hypothesis is true” instead of “there is sufficient evidence to reject H₀” costs points every time.

5. Other MAT 240 Modules We Handle

We cover all major MAT 240 modules and assignments, not just Module 5:

M1Descriptive Statistics
M2Probability & Distributions
M3Sampling Distributions
M4Confidence Intervals
M5Hypothesis Testing — Regional Prices ★
M6Two-Sample Inference
M7Simple Linear Regression
M8Multiple Regression Analysis
FinalCapstone & Final Exam

★ You are currently viewing the Module 5 page. Contact us for any other module.

6. How to Get Your MAT 240 Module 5 Completed

Step Action Details
1 Contact Us Use the contact form or WhatsApp. Tell us your assignment name (MAT 240 Module 5), your deadline, and share any instructions or rubric your professor provided.
2 Share the Dataset Send us the Excel dataset file provided in your course (Module Five House Listing Price by Region.xlsx). Our expert uses your actual course dataset.
3 Get a Quote We confirm the price and turnaround time. Most MAT 240 module assignments are completed within 12–24 hours.
4 Receive Deliverables You receive the completed Excel workbook and the full written report before your deadline, ready to submit directly to Canvas or Brightspace.

Get Your MAT 240 Module 5 Completed Today

Don't let the t-test, Excel formulas, or written report slow you down. Our statistics experts complete the full Module 5 assignment — both the Excel analysis and the written report — with a guaranteed A/B grade.

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7. Frequently Asked Questions

Is MAT 240 Module 5 the same for all SNHU students?

The dataset and hypothesis are standardized across SNHU sections, but your random sample will differ from classmates' because the RAND() function generates unique values. We complete the analysis with your specific randomly selected sample.

How long does it take?

Most Module 5 assignments are completed within 12–24 hours. For same-day or urgent requests, contact us via WhatsApp and we'll confirm availability immediately.

Do you deliver both the Excel file and the Word report?

Yes. You receive the completed .xlsx workbook with all analysis steps and the full written report in Word or PDF format, ready for direct submission.

What if my professor has specific rubric requirements?

Share the rubric with us when you place your order. We tailor the report structure, section headings, and formatting to match your grading criteria exactly.

Also taking other SNHU courses? We cover the full MAT 240 course as well as other SNHU statistics, business analytics, and math courses. Contact us to discuss a full-course package.