3.) Assume you are evaluating the defect rates for a product. Given a variable uniformly distributed between 10 and 20, the probability of observing x > 15 would be which of the following?

1.) 0

2.) 0.20

3.) 0.50

4.) 0.80

4.) Assume you are evaluating the defect rates for a product. Given a variable uniformly distributed between 10 and 20, the probability of observing x > 12 would be which of the following?

1.) 0

2.) 0.20

3.) 0.50

4.) 0.80

5.)Assume you are evaluating the defect rates for a product. Given a variable uniformly distributed between 10 and 20, the probability of observing x > 21 would be which of the following?

1.) 0

2.) 0.20

3,) 0.50

4.) 0.80

6.) Assume you are evaluating the defect rates for a product. Given a normally distributed variable with a mean of 50 and a standard deviation of 10, the probability of observing x>50 would be which of the following?

1.)0.5

2.)0.68

3.) 0.34

4.) 0.16