Reference no: EM13110088
1. The U.S. Fish and Wildlife Service's report on the bass population in the North American lakes indicated average weight of the fish to be 3.0 lb. and a standard deviation of .30 lb. Furthermore, 50% of all bass were females. The State of Florida conducted an independent study and reported the average weight of their bass was 3.2 lb, but did not disclose the standard deviation. Additionally, the report indicated that 58% of bass's population were found to be females.
(This report was based on a small sample of 121 fish)
Test the hypothesis that Florida's bass weighs more than average bass in the U.S.A. Use alpha = .1 to state your conclusion.
H0: Xavg = mu
H1: Xavg > mu
Please note that "alpha" and "mu" represent respective Greek symbols.
2. A study of recent graduates revealed that for a sample of ten accounting majors the mean salary was $30,000 per year with a sample standard deviation of $2,000. A sample of eight general business majors revealed a mean salary of $29,000 per year with a standard deviation of $1,500. At the .05 significance level can we conclude accounting majors earn more?
3. The dean of college of business wants to determine if the GPA decreases during the last semester of senior year. A sample of 6 students is selected. Their GPAs for the fall and spring semesters of their senior year are:
Student Fall sem. GPA Spring sem. GPA
A 2.7 3.1
B 3.4 3.3
C 3.5 3.3
D 3.0 2.9
E 2.1 1.8
F 2.7 2.4
Using .05 significance level, can the Dean conclude that the GPA of graduating students declined during their last semester?
Computing hypothesis and p value
: What is a p-value in testing hypothesis? How does this p-value help us to decide to/not to reject a Null hypothesis? What might happen if we do not use this p-value in particular, when we are rejecting a Null hypothesis?
|
What will be the genotype and phenotype of the test plant
: Two true breeding plants are crossed; one is true breeding for purple kernels and dwarf stems, and the other is true breeding for white kernels and tall stems. The F1 offspring all have purple kernels and tall stems. Two of these F1 plants are the..
|
Two-sided test for sample mean of accounts receivable
: Lets say a business has account receivables per customer of $60.54. There was a random sampling of 19 accounts that revealed a sample mean of $73.55 and a sample standard deviation of $19.29.
|
Define the null hypothesis
: Define the null hypothesis. If the null hypothesis is rejected then? Read the Z statistic from the normal distribution table:
|
Details regarding hypothesis testing of mean
: The U.S. Fish and Wildlife Service's report on the bass population in the North American lakes indicated average weight of the fish to be 3.0 lb.
|
Create spreadsheet simulation for mean profit for simulation
: Create the spreadsheet simulation. Use 500 simulation trials to reply the question: What is the mean profit for the simulation?
|
Determine an optimal production plan
: Oil Blending . An oil company produces 3 brands of oil regular multigrade and supreme each brand of oil is composed of one or more of 4 crude stocks each having a different viscocity index the relevent data concering the crude stocks are
|
Compute hypothesis and z-test statistics and p-value
: State the hypotheses. State the decision rule & sketch it. Find the sample proportions & z test statistic.
|
Calculate the system capacity
: Frederica's Fine Frozen Foods has a small manufacturing plant outside of Baltimore. In this facility, they make frozen cheese pizzas for distribution to regional grocery stores.
|