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1. The sum of all probabilities of a discrete random variable X is equal to __________.A. 0 B. 1 C. 2 D. 3______2. A random variable is ____ if its set of possible outcomes is countable.A. discrete B. continuous C. interval D. ratio______3. Which of the following is a continuous random variable?A. Philippine population B. SHS students C. temperature D. daily budget______4. Which of the following is more variable, that is the values of random variable are farther from the mean?A. Var(X) = 1.2 B. Var(X) = 2.01 C. Var(X) = 2.98 D. Var(X) = 3.10______5. Expected value of random variable X is also known as which of the following?A. Standard Deviation B. Variance C. Mean D. Median______6. In a probability distribution, one of the values of random variable X has a negative probability, and thesum of all probabilities is one. Which of the following is True?A. It is a pmf B. It is not a pmf C. Both A and B D. Neither A nor B______7. Which of the following is a discrete random variable?A. weight of grade 1 pupils C. monthly incomeB. volume of water D. acceleration of a car______8. If x is not an element of the Support S of the random variable X, then the probability of that x is ____.A. Negative B. 0 C. 0 < ๐‘ƒ(๐‘ฅ) < 1 D. 1______9. A player draws a card at random from a standard deck of 52 cards. If the card drawn is red, the playerswins 1,000.00 but if it is black, he loses the same amount. What is the expected value of the game?A. 0 B. 1 C. 2 D. โ€“ 1______10. It is a table that gives a list of probability values along with their associated value in the range of adiscrete random variable.A. Probability distribution B. PMF C. Both A and B D. Neither A nor B______11. Which of the following is the area under the normal curve?A. 0 B. 1 C. 2 D. 3______12. The curve is symmetrical to which of the following?A. mean B. variance C. area D. SD______13. If the z-value is 0.42, what is the area?A. 0.0800 B. 0.0279 C. 0.1628 D. 0.3129______14. Find the area if the value of ๐‘ง = โˆ’0.13.A. 0.0248 B. 0.0517 C. 0.1398 D. 0.2467______15. If the area is 0.4977, what is the z-value?A. 1.63 B. 1.97 C. 2.01 D. 2.83______16. Find the area between ๐‘ง = โˆ’1 and ๐‘ง = โˆ’3.A. 0.8300 B. 0.8350 C. 0.8400 D. 0.8450______17. Find the area between ๐‘ง = โˆ’1.5 and ๐‘ง = โˆ’1.3.A. 0.0100 B. 0.0200 C. 0.0300 D. 0.0400______18. If the area is 0.8351, what are the two values of z.A. ๐‘ง = 0.24 and ๐‘ง = 0.13 C. ๐‘ง = โˆ’0.13 and ๐‘ง = โˆ’1.3B. ๐‘ง = 1.6 and ๐‘ง = 2.1 D. ๐‘ง = โˆ’2.5 and ๐‘ง = 1______19. Find the area of the proportion in the probability notation ๐‘ƒ(1 < ๐‘ง < 3).A. 0.1573 B. 0.1524 C. 0.1575 D. 0.1576______20. Solve for the proportion of the area of the probability notation ๐‘ƒ(๐‘ง > 1)A. 0.1585 B. 0.1586 C. 0.1587 D. 0.1588______21. Find the area of the proportion in the probability notation ๐‘ƒ(> โˆ’2.5).A. 0.9937 B. 0.9934 C. 0.9936 D. 0.9938

Question

  1. The sum of all probabilities of a discrete random variable X is equal to __________.A. 0 B. 1 C. 2 D. 3______2. A random variable is ____ if its set of possible outcomes is countable.A. discrete B. continuous C. interval D. ratio______3. Which of the following is a continuous random variable?A. Philippine population B. SHS students C. temperature D. daily budget______4. Which of the following is more variable, that is the values of random variable are farther from the mean?A. Var(X) = 1.2 B. Var(X) = 2.01 C. Var(X) = 2.98 D. Var(X) = 3.10______5. Expected value of random variable X is also known as which of the following?A. Standard Deviation B. Variance C. Mean D. Median______6. In a probability distribution, one of the values of random variable X has a negative probability, and thesum of all probabilities is one. Which of the following is True?A. It is a pmf B. It is not a pmf C. Both A and B D. Neither A nor B______7. Which of the following is a discrete random variable?A. weight of grade 1 pupils C. monthly incomeB. volume of water D. acceleration of a car______8. If x is not an element of the Support S of the random variable X, then the probability of that x is ____.A. Negative B. 0 C. 0 < ๐‘ƒ(๐‘ฅ) < 1 D. 1______9. A player draws a card at random from a standard deck of 52 cards. If the card drawn is red, the playerswins 1,000.00 but if it is black, he loses the same amount. What is the expected value of the game?A. 0 B. 1 C. 2 D. โ€“ 1______10. It is a table that gives a list of probability values along with their associated value in the range of adiscrete random variable.A. Probability distribution B. PMF C. Both A and B D. Neither A nor B______11. Which of the following is the area under the normal curve?A. 0 B. 1 C. 2 D. 3______12. The curve is symmetrical to which of the following?A. mean B. variance C. area D. SD______13. If the z-value is 0.42, what is the area?A. 0.0800 B. 0.0279 C. 0.1628 D. 0.3129______14. Find the area if the value of ๐‘ง = โˆ’0.13.A. 0.0248 B. 0.0517 C. 0.1398 D. 0.2467______15. If the area is 0.4977, what is the z-value?A. 1.63 B. 1.97 C. 2.01 D. 2.83______16. Find the area between ๐‘ง = โˆ’1 and ๐‘ง = โˆ’3.A. 0.8300 B. 0.8350 C. 0.8400 D. 0.8450______17. Find the area between ๐‘ง = โˆ’1.5 and ๐‘ง = โˆ’1.3.A. 0.0100 B. 0.0200 C. 0.0300 D. 0.0400______18. If the area is 0.8351, what are the two values of z.A. ๐‘ง = 0.24 and ๐‘ง = 0.13 C. ๐‘ง = โˆ’0.13 and ๐‘ง = โˆ’1.3B. ๐‘ง = 1.6 and ๐‘ง = 2.1 D. ๐‘ง = โˆ’2.5 and ๐‘ง = 1______19. Find the area of the proportion in the probability notation ๐‘ƒ(1 < ๐‘ง < 3).A. 0.1573 B. 0.1524 C. 0.1575 D. 0.1576______20. Solve for the proportion of the area of the probability notation ๐‘ƒ(๐‘ง > 1)A. 0.1585 B. 0.1586 C. 0.1587 D. 0.1588______21. Find the area of the proportion in the probability notation ๐‘ƒ(> โˆ’2.5).A. 0.9937 B. 0.9934 C. 0.9936 D. 0.9938
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Solution

  1. The sum of all probabilities of a discrete random variable X is equal to B. 1

  2. A random variable is A. discrete if its set of possible outcomes is countable.

  3. Which of the following is a continuous random variable? C. temperature

  4. Which of the following is more variable, that is the values of random variable are farther from the mean? D. Var(X) = 3.10

  5. Expected value of random variable X is also known as C. Mean

  6. In a probability distribution, one of the values of random variable X has a negative probability, and the sum of all probabilities is one. Which of the following is True? B. It is not a pmf

  7. Which of the following is a discrete random variable? C. monthly income

  8. If x is not an element of the Support S of the random variable X, then the probability of that x is B. 0

  9. A player draws a card at random from a standard deck of 52 cards. If the card drawn is red, the player wins 1,000.00 but if it is black, he loses the same amount. What is the expected value of the game? A. 0

  10. It is a table that gives a list of probability values along with their associated value in the range of a discrete random variable. C. Both A and B

  11. Which of the following is the area under the normal curve? B. 1

  12. The curve is symmetrical to A. mean

  13. If the z-value is 0.42, what is the area? D. 0.3129

  14. Find the area if the value of ๐‘ง = โˆ’0.13. A. 0.0248

  15. If the area is 0.4977, what is the z-value? A. 1.63

  16. Find the area between ๐‘ง = โˆ’1 and ๐‘ง = โˆ’3. C. 0.8400

  17. Find the area between ๐‘ง = โˆ’1.5 and ๐‘ง = โˆ’1.3. B. 0.0200

  18. If the area is 0.8351, what are the two values of z. B. ๐‘ง = 1.6 and ๐‘ง = 2.1

  19. Find the area of the proportion in the probability notation ๐‘ƒ(1 < ๐‘ง < 3). A. 0.1573

  20. Solve for the proportion of the area of the probability notation ๐‘ƒ(๐‘ง > 1) A. 0.1585

  21. Find the area of the proportion in the probability notation ๐‘ƒ(> โˆ’2.5). A. 0.9937

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