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Summative Exam

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Name:_____________________________________ Section:_______________________

Part I. MULTIPLE CHOICE. Analyze deeply and answer correctly the following
questions/problems. Write the letter that corresponds to your answer in your answer sheets.

1. It is a numerical quantity that is assigned to the outcome of an experiment.


a. Random variable b. Probability c. Discrete d. Continuous
2. Which of the following is not an example of a sample?
a. chairs in the classroom b. Bacteria c. lagundi plants d.MTCde Iriga
3. Which of the following is not an example of a nominal measurement?
a. Sex b. nationality c. odor d. year level
4. It is the highest level of measurement.
a. Nominal b. ratio c. interval d. ordinal
5. It assumes values within a continuum, hence, may not be always be exact.
a. Continuous b. Quantitative c. Discrete d. Qualitative
6-7. two branches of Statistics: ______________ and ___________
8. it is the process of gathering informations, numerical quantities or information.
a. Data interpretation b. data Collection c.Data analysis d. Data Presentation
9. It is important in decision making process. It increases reliability of research and it is useful in
the study of human behavior.
a. Census b. Statistics c. Variable d. Measurements
10. Which of the following is an example of discrete random variable?
a. voltage of radio batteries b. length of wire c. grade point average d. coins

Part II. Using the given values, expand the following summations: Show your solutions.
X1 = -2 X2 = -3
Y1 = 1 Y2 = -4
11-12. ∑2𝑖=1 −5𝑋𝑖 2
15-17. ∑𝑖=1 −3𝑋𝑖 − 4𝑌𝑖
2
13-14. ∑𝑖=1 7𝑋𝑖

Part III. 18-33. Using the data below, make a frequency distribution table for the grouped
data: Then solve for its Mean, Median and Mode.

Class Intervals Frequency


90-99 3
80-89 8
70-79 15
60-69 10
50-59 4
40-49 6
30-39 4

Part IV. Find the probabilities of each question.

____________ 34. If three coins are tossed, in how many ways can they fall?
____________35. How many ways are there in getting a double when two dice are rolled?

Part V. Mother Lily wants to eat fruit salad. She has a basket that contains of 4 grapes and 2
apples. If two fruits are taken from the basket one after the other, construct the probability
distribution of the random variable A representing the number of apples. Construct its
probability histogram. Use the blank page.

Part VI. Refer to item 36-46. Find the following probabilities.


47. P( A>2) __________ 49. P( A=3) ________________

48. P ( A> 1) __________ 50. P ( A<4) ________________


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