3 Written HomeworkSolve the following exercises. Upload your solution to Gradescope in PDF format. Show all thesteps, not just the final answer. You need to show work when computing Binomial, Geometric,Poisson, Exponential and Uniform probabilities. This means you cannot use special functions ofyour calculator to directly compute such probabilities. On any problem involving integrals, youcannot just use a calculator to get directly the solution. Instead, you need to solve the integralby hand and write down the steps.Exercise 1: You are curious to know if UCSD students' satisfaction with their college expe-rience depends on whether they are living on campus or off campus. You interview 36 randomUCSD students that live on campus and 40 random UCSD students that live off campus. Youask them to pick a number between 1 and 10 to evaluate their college experience. Below are theresults:MeansdNOn campus7.51.536Off campus71.340d)Calculate the p-value. (Use the table, not the calculator to find the appropriatecritical value. Indicate the correct degrees of freedom. You can indicate an approximate p-valueor a range if needed.).e)Write a conclusion. Use significance level 0.10.

Hypothesis test has two types of conclusions. They are p value approach and critical value approach.…

Answered: 3 Written Homework Solve the following…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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You plan to invest $100 per month in a 401k, you are promised an average of 4% return over the next 40 years. Your employer will match 50% of your deposits. What would you type into Excel to estimate how much money should be in the 401k after 40 years? O =PMT(.04/12, 40*12,-150) O =PV(.04, 3*40*12,-150) O -150(1.04)40-12 O =FV(.04/12, 40*12,-100) O =FV(.04/12, 12*40, -150) 12.40 O 100 (1 + 12)
Determine whether the following scenarios are linear or exponential. As summer approaches, I noticed that for every increase in 5 degrees, the number of people I see at the pool increases by about 3. The amount of Francium,a radioactive element, decays by about 3.1% every minute. The number of flu cases increases by about 1.6% per month during flu season. Based on Mrs. Olivet's Test 4 results, students tended to score about 4 more points on their test for every hour they studied. The percentage of the population that has been vaccinated for COVID-19 increased by about 0.25 percentage points every day in January. The population of bugs in Monica's walls decreased by 80% every week while the exterminator was treating her home. During a rainstorm the reading from the rain gauge increased by a quarter inch every hour. Selene didn't want her parents to notice she was stealing candy from the jar, so every day she only ate 1/8 of what was left. While writing an essay, Carson writes 7…
Solve for B which reads assume prior studies have shown that about 45% of full-time students are in bachelors degree and four years or less. n=
Employment. According to the U.S. Bureau of Labor Statistics, the number of professional services employees fluctuated during the period 2000-2009, as modeled by E(t) = -28.31t³ +381.86t² - 1162.07t + 16,905.87, where t is the number of years since 2000 (t = 0 corresponds to 2000) and E is thousands of employees. (Source: www.data.bls.gov.) Find the relative extrema of this function, and sketch the graph. Interpret the meaning of the relative extrema.
A fish population starts at 15000. The (annual) birth rate is 0.4; the (annual) death rate is 0.3. In addition, 1500 fish are stocked each year, and 2000 are caught and removed from the population each year. Determine the size of the population after 1 year and 2 years Answer to the nearest 1.
Solve the problem. An economist conducted a hypothesis test to test the claim that the average cost of eating a meal away from home decreased from 2009 to 2010. The average cost of eating a meal away from home in 2009 was $7.15 per person per meal. Assume that all conditions for testing have been met. He used technology to complete the hypothesis test. Following is his null and alternative hypothesis and the output from his graphing calculator. Ho: μ = $7.15 Ha: μ< $7.15 T-Test μ<7.15 t = -1.043281062 p=.1527187422 x = 6.95 Sx=1.05 n=30 Choose the statement that contains the correct conclusion regarding the hypothesis and the original claim. O Fail to reject the null hypothesis; there is not sufficient evidence to support the claim that the average cost of eating away from home has decreased since 2009. O Fail to reject the null hypothesis; there is sufficient evidence to support the claim that the average cost of eating away from home has decreased since 2009. Reject the null…
Find the population of fish at 10 years if p(0) = 1000
WP1: One end of a Bungee is tied to a bridge that is 120 feet above water. The other end of the Bungee is tied via padded ankle straps to a jumper's ankle. The jumper jumps and the Bungee cord extends like a rubber band and the jumper bounces up and down until coming to a halt. The Bungee cord elongation 150% of its length, meaning that the Bungee cord extended length Will be its original length plus 1.5 times of its original length. Knowing that that the jumper's height is not more 7 feet, what should the original length of the Bungee cord be to assure that the jumper under any condition stays at least 10 feet above water? Solution: Let consider the following bridge of 120 height above water.
Need the equation, decay factor, and decay rate, please?
you and your classmate have left to read reads at a rate of 0.75 page per minute. The models below give the number of p pages 3. You and a classmate are reading a short story that is 15 pages long. You read at a rate of 1 page per minute. Your classmate Date sort Response You and a classmate are reading a sho story that is 15 pages long. You read at rate of 1 page per minute. Your classmr after reading for m minutes. Classmate:p=-0.75m + 15 Graph both equations on the same coordinate plane. b. How many more minutes would it take your classmate to read the short story than you? Explain how you used the graph to determine this information Extended Response

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