Question

n a class on 50 students, 35 students passed in all subjects, 5 failed in one...

  1. n a class on 50 students, 35 students passed in all subjects, 5 failed in one subject, 4 failed in two subjects and 6 failed in three subjects.
  1. Construct a probability distribution table for number of subjects a student from the given class has failed in.
  2. Calculate the Standard Deviation.
0 0
Add a comment Improve this question Transcribed image text
Know the answer?
Add Answer to:
n a class on 50 students, 35 students passed in all subjects, 5 failed in one...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • In a class on 50 students, 35 students passed in all subjects, 5 failed in one...

    In a class on 50 students, 35 students passed in all subjects, 5 failed in one subject, 4 failed in two subjects and 6 failed in three subjects. Construct a probability distribution table for number of subjects a student from the given class has failed in. Calculate the Standard Deviation.

  • Mrs. Allenson surveyed her 50 students in her class on which subjects were their hardest? 23...

    Mrs. Allenson surveyed her 50 students in her class on which subjects were their hardest? 23 of her students said that Reading was their hardest subject and 38 of her students said Math was their hardest subject. a. What are the chances that a random student selected in her class said that both Reading and Math were their hardest subjects? b. Compute (P M | R))

  • Question 11-In a large statistics class. PM 100% of all students are male and the rest are female...

    Question 11-In a large statistics class. PM 100% of all students are male and the rest are female. The heights of all male students follow a normal distribution with mean Ax and standard deviation σΜ. The heights of all female students follow a normal distribution with mean Mr and standard deviation σ Suppose a random sample of n students is selected independently. Let H be the mean height of these n randomly selected students. a. Determine E[H) and Va[FI /...

  • QUESTION 3 A class wrote two Mathematics tests. 72% of the class passed both tests and...

    QUESTION 3 A class wrote two Mathematics tests. 72% of the class passed both tests and 90% of the class passed the first test. A student is chosen at random from this class. What is the probability that the student passed the second test given that the student passed the first test? QUESTION 4 The mean number of cars confiscated by a wrecker is five per day. Using the Poisson distribution, a) find the probability of the number of cars...

  • Please explain and show all work 3· Le t x represent the number of credit cards...

    Please explain and show all work 3· Le t x represent the number of credit cards a student has. A random sample of 100 students at a large university was taken and the results are in the table below: Credit NumberRelative xStudentsPr) 12 P(x) Cards of Frequencyx .P(x) 45 25 10 TOTAL 100 1.00 a) Construct a probability distribution histogram and comment on its shape b) What is the probability a randomly selected student has at least two credit cards?...

  • A teacher sets a test for a class of students. The teacher decides to analyse the...

    A teacher sets a test for a class of students. The teacher decides to analyse the test results using statistical analysis techniques. Given the table of results below, complete the following tasks: CLASS RESULTS STUDENTS                       TEST SCORE% Thomas                               74 Charles                                55 Sarah                                   81 Mathew                               68 James                                   71 Jessica                                  74 Daniel                                  86 Jack                                      66 Emma                                  73 Laura                                    72 Joshua                                 84 Alice                                     68 Samantha                           70 a). Calculate the Mean of the test scores. b). Calculate the Median of the test scores. c)....

  • A teacher sets a test for a class of students. The teacher decides to analyze the...

    A teacher sets a test for a class of students. The teacher decides to analyze the test results using statistical analysis techniques. Given the table of results below, complete the following tasks: CLASS RESULTS Student Test Score (%) Thomas 74 Charles 55 Sarah 81 Mathew 68 James 71 Jessica 74 Daniel 86 Jack 66 Emma 73 Laura 72 Joshua 84 Alice 68 Samantha 70 a). Calculate the Mean of the test scores. b). Calculate the Median of the test scores....

  • During a semester, a class of n=50 students took two exams: a midterm and final. The...

    During a semester, a class of n=50 students took two exams: a midterm and final. The mean source for the midterm exam is 80 points with the standard deviation of 6 points. The mean score for the final exam is 85 points with the standard deviation of 10 points. The calculated coefficient of correlation (r) for the two scores is 0.75. Q. Calculate the value of SSE (sum of square of error) using the above information.

  • Suppose there are n students in a class. Assume n ≤ 365, and all possible sequences...

    Suppose there are n students in a class. Assume n ≤ 365, and all possible sequences of n birthdays are equally likely. We also assume that the birthday of a student is equally likely to be any one of the 365 days of the year (i.e., ignore leap years or seasonal variation in birth rate). (a) What is the probability that all n students have different birthdays? (b) Calculate this probability numerically when n = 23, 45, 65 and 70....

  • The class registrations of 100 students are analyzed. It is found that 50 students study Applied...

    The class registrations of 100 students are analyzed. It is found that 50 students study Applied Mechanics, 45 study Chemistry, and 15 studied both Applied Mechanics and Chemistry (a) If one of these students is selected at random, find the probability that 1. the student took applied mechanics or chemistry . ii. the student did not take either of these subjects 111. the student took chemistry but not applied mechanics (b) Are studying Applied Mechanics and studying Chemistry mutually exclusive...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT