## Continuous Random Variables

First, this section talks about how to describe continuous distributions and compute related probabilities, including some basic facts about the normal distribution. Then, it covers how to compute probabilities related to any normal random variable and gives examples of using $z$-score transformations. Finally, it defines tail probabilities and illustrates how to find them.

### Probability Computations for General Normal Random Variables

1. a. $0.6628$
b. $0.0359$
c. $0.7881$

d. $0.0150$

3. a. $0.5959$
b. $0.2899$

C. $0.3439$

5. a. $0.0000$

b. $0.9131$

7. a. $0.0013,0.0013$
b. $0.1587,0.1587$
c. $0.0001,0.0001$

d. $0.0099,0.0099$

9. a. $0.4412$
b. $0.1236$
C. $0.1676$
d. $0.0208$

11. a. $0.9772$
b. $0.5000$

13. $0.1830$

15. $0.4971$

17. $0.9980$

19. $0.6771$

21. $0.0359$

23. a. $0.4038$
b. $0.0266$

25. a. $0.9082$
b. $0.5612$

27. $0.089$
The text passage contains a series of answers to probability computations for normal random variables, but it does not include the questions or problems that these answers correspond to.
no_question
Given a text passage, determine:
    1. If it contains a mathematical question (including word problems or calculations)
    2. If an answer to that mathematical question is provided in the text

First, describe the content structure you found in 1-2 sentences.

Then provide your analysis in the following format:
TYPE: <one of the following values>
- NO_QUESTION
- SINGLE_QUESTION
- SINGLE_QUESTION_WITH_ANSWER
- MULTIPLE_QUESTIONS
- MULTIPLE_QUESTIONS_WITH_ANSWERS
system
## Continuous Random Variables

First, this section talks about how to describe continuous distributions and compute related probabilities, including some basic facts about the normal distribution. Then, it covers how to compute probabilities related to any normal random variable and gives examples of using $z$-score transformations. Finally, it defines tail probabilities and illustrates how to find them.

### Probability Computations for General Normal Random Variables

1. a. $0.6628$
b. $0.0359$
c. $0.7881$

d. $0.0150$

3. a. $0.5959$
b. $0.2899$

C. $0.3439$

5. a. $0.0000$

b. $0.9131$

7. a. $0.0013,0.0013$
b. $0.1587,0.1587$
c. $0.0001,0.0001$

d. $0.0099,0.0099$

9. a. $0.4412$
b. $0.1236$
C. $0.1676$
d. $0.0208$

11. a. $0.9772$
b. $0.5000$

13. $0.1830$

15. $0.4971$

17. $0.9980$

19. $0.6771$

21. $0.0359$

23. a. $0.4038$
b. $0.0266$

25. a. $0.9082$
b. $0.5612$

27. $0.089$
user
The text passage contains a series of answers to probability computations for normal random variables, but it does not include the questions or problems that these answers correspond to.

TYPE: NO_QUESTION