Question

It has been found in a manufacturing factory that 2 out of 5 mechanical parts manufactured...

It has been found in a manufacturing factory that 2 out of 5 mechanical parts manufactured have shap edges that need to be softened. If we assume that 400 mechanical parts have been randomly selected, what is the probability that more than 150 of those parts have shap edges that need to be softened.

Homework Answers

Know the answer?
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
Similar Questions
In a sample of 400 parts manufactured by a factory, the number of defective parts were...
In a sample of 400 parts manufactured by a factory, the number of defective parts were found to be 30. The company, however, claimed that at most 5% of their produce is defective. We wish to test the company's claim. Answer the next 3 questions. 1. Is the hypothesis: right-tailed, left tailed, or two-tailed? 2. True or False. We fail to reject the Null hypothesis at 5% level of significance. 3. True or False. We do not have enough evidence...
In an aircraft manufacturing plant, 95% of parts meet quality standards. If 10 parts are selected...
In an aircraft manufacturing plant, 95% of parts meet quality standards. If 10 parts are selected at random, find the probability that exactly 8 of them meet quality standards. Find the probability that 5 or more parts out of 10 randomly selected parts meet quality standards.
  It has been found that 1 out of every 10 people who visit a local store...
  It has been found that 1 out of every 10 people who visit a local store purchase cigarettes. If we randomly select a sample of 13 visitors to the store, what is the probability that: a) No more than two of the visitors will purchase cigarettes? Interpret your answer. b) More than three of the visitors will purchase cigarettes? Interpret your answer.
2. A survey found that 2 out of 5 Americans say he or she has visited...
2. A survey found that 2 out of 5 Americans say he or she has visited a doctor in any given month. If 16 people are selected at random a) Find the probability that 5 or more have visited the doctor last month. b) What is the mean variance and standard deviation of this binomial distribution?
A survey found that 2 out of 5 Americans say he or she has visited a...
A survey found that 2 out of 5 Americans say he or she has visited a doctor in any given month. If 16 people are selected at random                  Find the probability that 5 or more have visited the doctor last month. What is the mean variance and standard deviation of this binomial distribution?
Sialkot-Soccer (SS) has been in the business of manufacturing, distributing, and marketing soccer related products for...
Sialkot-Soccer (SS) has been in the business of manufacturing, distributing, and marketing soccer related products for over 10 years. One aspect of their business that is critical is ensuring the specifications of their professional class balls. One element of concern is the diameter of a soccer ball. If the ball is too big or small, regulators will not allow it to be used and fines will be issued. The diameter of soccer balls manufactured at Sialkot-Soccer (SS)’s Canadian manufacturing house,...
6. A manufactured parts is defective with probability 1/2. Bin A consists of n+ 1 parts...
6. A manufactured parts is defective with probability 1/2. Bin A consists of n+ 1 parts and bin B consists of n parts. What is the probability that bin A consists of more defectives than bin B? For the manufactured part mentioned in the above question, you have a method of testing if it is defective, but it may give wrong answers. If the tested part is defective, the method detects the defect with probability 0.9. If the tested item...
For a manufacturing process, it has been determined that 5% of the product is defective. A...
For a manufacturing process, it has been determined that 5% of the product is defective. A random sample of 5 items has been selected. What is the probability that NONE of the items are defective? What is the probability that AT LEAST ONE of the items are defective?
Practice question 4 The factory manufactures lego parts. We assume that the weight X [grams] follows...
Practice question 4 The factory manufactures lego parts. We assume that the weight X [grams] follows the N (1.95, 0.052) distribution and the lego parts are packed in packages of 100 parts. What is the probability that the weight of one lego part randomly removed from the package is between 1.8 g and 2.1 g? Specify a 95% confidence interval for the weight of the package. What is the probability that the weight of at most one lego part in...
It has been found that 35% of the employees who complete a sequence of executive seminars...
It has been found that 35% of the employees who complete a sequence of executive seminars go on to become vice presidents. Assume that 12 graduates of the program are randomly selected. Find the probability that at least two become vice presidents.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT