5. Fish in a lake, again. (Unknown number of N fish, m caught, marked and released, n caught again,among them X marked. - Problem 2 from Set 3) Find the m.l.e. for the total number of fish.2. A population of N fish lives in a lake. m of them are caught, marked and released. Some time later,n

This scenario involves capturing, marking, and then recapturing fish, commonly known as the…

Answered: 5. Fish in a lake, again. (Unknown…

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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A classroom contains 30 distinct children and 50 books. Every child collects one book (and books may not be shared). Write down expressions for the number of different possible outcomes in each of the following cases: i. All books are distinct. ii. All books are identical. iii. 49 books are identical and 1 is different. iv. 48 books are distinct and different from the 2 final books which are identical. Which of your answers above is the largest?
6. Given that |ā| = 10, |b| = 15 and å + b| = 17, then determine |3å – b|. Make sure to include a fully labeled diagram. Round to one decimal. %3|
. Solve for the following:a. What is the probability of getting a blue or white ball if there are 50 balls in total, where 23are red, 11 are black, and the number of blue and white balls are equal?b. What is the probability of not drawing a heart or face or red card?c. How many distinct permutations can be derived from the word BOOKKEEPERS?d. How many ways can you create a password with 3 non-repeating letters, 5 numbers (whichcan be repeated) and 3 non-repeating symbols. Assuming there are 40 symbols available to choosefrom.
alow.P many ways can they sit in a row if the boys and girls are each to sit together? (c) In how many ways can they sit in a row if just the girls are to sit together? 5. How many different signals, each consisting of 6 flags hung in a vertical line, can be formed from 4 identical red flags and 2 identical blue flags? In how many ways can a committee consisting of 3 men and 2 women be chosen from 7men and 5 women? alactod each vear from college to attend the National Student
12. Which number is the greatest? В. -5 C. V25 D. 4.16... A. 13. Which is in order from least to greatest? A. V4, 2.33..., 0, -2, 2 B. 2.33..., V4, 2 0, -2 C. -2, 0, V4, 2.33... D. V4, 0, , 2.33..., -2 4 14. Which list shows the numbers in decreasing order? A. V4, 2.33..., 0, -2,- B. 2.33..., V4, 0, -2 C. -2, 0, V4, 2.33... D. V4, 0, 2, 2.33..., -2 15. Which of the following best represents the arranger V9, -1, on the number line? A. -3 -2 -1 2. 3. B. + -2 -1 1. 3. C. -3 -2 -1 1 2. D.
1. Have a record of the total number of hours of nights sleep you had, starting April 12-16, 2021. From the time you sleep to the time you woke up. Days Time Slept Time Woke Up Number of Hours of Sleep 8.5 hours Example: Monday 10:30 PM 7:00 AM 7 hours 5 houes 5,5 hours y hours 6 hours 10:30PM 5:30 AM Tuesday Wednesday Thursday Friday 12:20AM 5:20 AM 12:00 AM 5:30 AM 11:00 PM 6:00 AM 12:00 A M 6:00 AM 2. Based on the data above, construct a sampling distribution. Then find the mean, variance, and standard deviation. Use the spaces provided below & at the back to show your complete solutions. (X)² • P(X) Number of Hours of Sleep Probability P(X) X • P(X) Е(X) or u 3 E [x²• P(X)]
Let A = {1, 2, 3, 4, 5, 6, 7, 8, 9}. a. How many subsets of A are there? That is, find |P(A)|. b. How many subsets of A contain exactly 5 elements? c. How many subsets of A contain only even numbers? d. How many subsets of A contain an even number of elements?
2. Let, a, = 3, a2 = 4 and for n2 3, a, = 2an-1+ an-2+ 5, express a, in terms of n. %D

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5. Fish in a lake, again. (Unknown number of N fish, m caught, marked and released, n caught again, among them X marked. - Problem 2 from Set 3) Find the m.l.e. for the total number of fish. 2. A population of N fish lives in a lake. m of them are caught, marked and released. Some time later, n