Multiparty problem....need help on last two problems g and h. In the following two hypothesis test problems, the test statistic (z-score) will be given. Following these is a separate problem for whichyou will have to calculate the z-score using the appropriate formula.1. Swimming at local beaches is affected by the number of bacteria in thewater. Bacteria numbers are monitored by taking water samples. In thesummer, the mean number of E.Coli bacteria in a water sample at localbeaches has usually been 97. The standard deviation is known to be15. If this August 62 water samples from beaches around Annapoliswere analyzed and the mean number of E. Coli bacteria found to be102, does this mean that summertime E. Coli bacteria levels haveincreased? Use a significance level of 1% for this test. (Note: In part(d), the test statistic (z-score) is GIVEN.)а)10297o =15n =62a =0.01b) Why is a hypothesis test based on the normal distribution justified?(Explain. Don't be too brief and use appropriate terminology.)The standard deviation is known therefore, the given hypothesis testis based on normal distribution.c) State the hypotheses in symbols:: H=102: ">102d) z = 2.62 is the test-statistic for this hypothesis test. Use it to findthe p-value.(Give the p-value to four decimal places) p value is 0.0044e) Will H. be rejected? (Include the numbers for your decision) RejectНо) Write a conclusion in context. (This is the answer to the hypothesistest. Make sure it includes context.)There is significant evidence tosupport the claim that E. coli bacteria levels have increased.g) Which type of error can the statistician have made in the correctconclusion of this hypothesis test? (This is not an error that can beavoided.)h) Can we state the probability with which this error will occur? If so,state the value.

Given that the decision about null hypothesis is Reject Ho The type I error is defined as rejecting…

Which type of error can the statistician have made in the correct conclusion of this hypothesis test? (This is not an error that can be avoided.) Can we state the probability with which this error will occur? If so, state the value.

Which type of error can the statistician have made in the correct conclusion of this hypothesis test? (This is not an error that can be avoided.) Can we state the probability with which this error will occur? If so, state the value.

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

R.H.S X1 X2 Хз S1 S2 S3 -4 -3 12 1 4 9. 1 4 R.H.S X1 X2 X3 S1 S2 S3 1 In the following, two Consecutive simplex Tableaus for a linear programming problem are shown. What is the value of b. 지기23 4
Social Night Problem 2: In the above diagram, on the left, we have some girls and on the right, we have some guys. If there is an edge between a girl and a guy, it means both of them are attracted to each other. Yes, a person can have multiple crushes. In this scenario, what is the maximum number of couples that can result from the above diagram given that nobody wants to end up with someone they don't like? A person would rather stay single than end up with someone they don't like. What matching algorithm are you using for this problem? Show each step of your algorithm precisely.
6. (a) A man has $4.55 in change composed entirely of dimes and quarters. What are the maximum and minimum number of coins that he can have? Is it possible for the number of dimes to equal the number of quarters? (b) The neighborhood theater charges $1.80 for adult admissions and $.75 for children. On a particular evening the total receipts were $90. Assuming that more adults than children were present, how many people attended? (c) A certain number of sixes and nines is added to give a sum of 126; if the number of sixes and nines is interchanged, the new sum is 114. How many of each were there originally?
Q-1)A glass melting furnaces feed auto plumping machines for producing the electric lamp casing (balloon),there are two main kinds can be produced, the original and the big one, they must produce at least 25 million of the original but not accede over 35 million ,and they must produce 3 million of the big one, however the ratio of the original must be at least 5 times to the big one which make a profit double the original, producing million of the big one utilize 5% Of the available materials but i bler the the original utilize 2.5% of the available materials ,F objective function is: * Q-2)For question 1,the first constraint is: * 25SX2535 X2225 253X1$35 O X2535
Among the assumptions for the formulation of an LP problem, there us linearity. What does it mean in practice, and why is it important?
i. What is the total cost?
Question 3Bob is a young entrepreneur who recently graduated from UPSA and using three different ingredient (flour, sugar and butter) to produce three different kinds cakes namely Boban, Boapp and Bopine to be supplied to a pastries store at Shoprite. In order to produce a dozen cakes of Boban requires 5g each of flour, sugar and butter. Also, producing Boapp requires 15g each of butter and sugar together with 20g of flour while producing Bopine requires 15g each of sugar and flour, and 20g of butter. In any particular day, the company has a total of 17500g, 16000g and 18500g of butter, sugar and flour available respectively.(a) Write three linear equations and hence form a matrix to represent the above problem (b) Determine the number dozens of cakes of each brand of cakes that should be produced from the available raw materials using matrix inversion
Refer to the production possibilities curves for Chairland and Tableland. Chairland can produce 36 chairs per day and no tables, or 18 tables table per day and no chairs. Tableland can produce 40 chairs per day and no tables, or 40 tables per day and no chairs. If the two countries split the difference between the buyer's willingness to pay for tables and the seller's willingness to accept, in terms of the number of chairs for 1 table, the terms of trade will be . (Enter your response rounded to one decimal place.) Country Quantity per day Opportunity cost of chairs Opportuity cost of tables Tableland 40 chairs, 40 tables 1 table 1 chair Chairland 36 chairs, 18 tables 1/2 table 2 chairs
32. A hardware company sells a lot of low-cost, highvolume products. For one such product, it is equallylikely that annual unit sales will be low or high. Ifsales are low (30,000), the company can sell theproduct for $20 per unit. If sales are high (70,000),a competitor will enter and the company will be ableto sell the product for only $15 per unit. The variablecost per unit has a 20% chance of being $10, a 60%chance of being $11, and a 20% chance of being $12.Annual fixed costs are $20,000.a. Use simulation to estimate the company’s expectedannual profit.b. Find a 95% interval for the company’s annualprofit, that is, an interval such that about 95% ofthe actual profits are inside it.c. Now suppose that annual unit sales, variable cost,and unit price are equal to their respective expectedvalues—that is, there is no uncertainty. Determinethe company’s annual profit for this scenario.d. Can you conclude from the results in parts a and cthat the expected profit from a simulation is…