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Conduct a One-Sample Hypothesis Test of the Mean Individual Apartment Price in Melbourne According to the data that the real-estate investors collected, the mean individual

Conduct a One-Sample Hypothesis Test of the Mean Individual Apartment Price in Melbourne

According to the data that thereal-estate investorscollected, the mean individual apartment price within a 41-kilometer (about 25 miles) radius of the Central Business District of Melbourne is $453,993.94. You are going to use a hypothesis test to determine whether the true mean apartment price is higher than $453,993.94. Assume that apartment prices are normally distributed.

i. The null and alternative hypotheses are as follows:

H0: =$453,993.94

HA: >$453,993.94

Useyoursample of n = 300 and yourmeanto conduct a hypothesis test using a 5% level of significance to determine if the mean apartment price is more than $453,993.94. Refer to example 9.16 from your text for additional guidance.

As part of your presentation to city government officials (Google Slides - Part 2), explain the results of the one-sample hypothesis test conducted based on your data, and determine whether or not to reject the null hypothesis. Additionally, make reference to any other statistics that you deem important in your own analysis of apartment prices. In light of your analysis, make a recommendation to the city government leaders regarding the accuracy of the information that the real-estate investors provided.

Minimum:

247500

Mean:

637749.1667

Samp. Variance

88250054138

Samp.Stand. Dev:

297069.1067

Median

577500

Maximum

2205000

Q3

725250

n

300

S&L Left: 10^?

1

Q1:

445000

Box: No Outliers?

No

Confidence Level

95

Conf. Int. Lower

603996.6286

Conf. Int. Upper

671501.7048

H1: mu ? mu0

<

mu0

45

t

37.18111349

p-value

1

Other Statistics

Trimmed %

5

Trimmed Mean

616946.6783

x Value

0.8

Z-Score (x)

-2.146801375

Coeff of Var

1.200279219

Pop. Std. Dev.

296573.5782

Pop. Variance

87955887291

IQR

280250

Mode

500000

Sum

191324750

Sum of Squares

148403966062500

Skewness

2.169589156

Kurtosis

6.57867175

% for %tile

20

%tile

422000

Standard Error

17151.29287

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