Use the information below to answer questions 15-18. A research is conducted to determine disease detection ability of a testing machine. We know that the probability that machine will detect the disease is 50%. The probability that the machine is not faulty is 60%, the machine ability to detect disease if it is not faulty is 80%. 15. Write down the value for probability that the machine has no ability to detect disease.. 16. Write down the value for the probability that the machine is faulty.. I. Abdul-Karim Page 2 of 4

Use the information below to answer questions 15-18. A research is conducted to determine disease detection ability of a testing machine. We know that the probability that machine will detect the disease is 50%. The probability that the machine is not faulty is 60%, the machine ability to detect disease if it is not faulty is 80%. 15. Write down the value for probability that the machine has no ability to detect disease.. 16. Write down the value for the probability that the machine is faulty.. I. Abdul-Karim Page 2 of 4

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

See similar textbooks

Similar questions

A sample of 2500 patients were taken to assess a medical test. 40% of the sample had a positive test, 563 patients have the disease and tested negative, and 235 patients do not have the disease and tested positive. What is the probability someone has a positive test if it is known they do have the disease? (round your answer to 4 decimal places) What is the probability someone does not have the disease if their test is known to be negative? (round your answer to 4 decimal places)
An IQ test contains (20) multiple choice questions. You have to answer all of these questions knowing that the pass grade for this test is to answer (10) or more questions correctly. Assume that you will answer the questions randomly and the probability for answering each question correctly is (0.6).A. What is the probability that you will pass the test?B. What is the probability that you will answer all questions correctly?C. What is the probability that you will answer all questions wrongly?D. What is the probability that you will answer at most three questions wrongly?E. What is the probability that you will answer at least three questions correctly?F. What is the probability that you will answer the first three questions correctly?G. What is the probability that you will answer only the first three questions correctly?
2- Please solve all sub-part questions with steps. Note: A = 19 and B = 9099
You are analysing a factory. Stage 3 of the manufacturing process has a 45% chance of finishing on time. If it does finish on time, the chance of Stage 4 finishing late is 20%. The overall chance of Stage 4 finishing on time is 71.2%. What is the chance that Stage 4 finishes late if Stage 3 finished late? Round your answer to 2 decimal places.
The professor has taught basic statistics for several years. He knows that 80% of the students will finish the assigned problems. Also that among those who do their homework, 90% will pass the course. Among those who do not do their homework, 60% will pass the course. A student He took statistics last semester with the professor and passed. Which is the probability that you have completed your tasks?
i need the answer quickly
Answer part a and b
Question is in the image below.
Find the indicated probability. 21. A hotel estimates that 95.5% of people who book a room actually show up. If the hotel takes reservations for 122 rooms in a hotel that has 120 rooms, what is the probability that the number of people who show up will exceed the capacity of the hotel?
state whether you think the difference between what occured and what you would expect by chance is statistically significant. You draw a card at random from a deck of cards and replace it. You repeat this 100 times and get an ace 40 times.
Please solve all 3 sub-parts. Do not answer if you can't answer all parts. Show all steps. Analyzing the data of GOT viewers showed that about 40% of viewers were 14 orolder. If 15 GOT viewers are surveyed, find the following probabilities. a. At least 4 of them are 14 or older. b. Exactly 10 of them are 14 or older.c. Less than 5 of them are 14 or older.
Need help with Question 2.