POST-TEST
This time you are going to assess yourself about the things you have
framed in this module.
Direction: Read the following question below and encircle the letter of the
correct answer.
1. Find the number of distinguishable permutations of the letters of the word
COMMITTEE
A. 9
B. 18
D. 45 360
C. 40 320
2. It is a way of selecting a subset from the given set where order does not
matter.
A. Combination C. Permutation
B. Integration D. Simulation
3. In how many ways can a committee of 9 students be chosen from 8
juniors and 10 seniors if there must be 5 seniors in the committee?
A. 190
B.920 C. 30 190
D. 31 920
4. In how many ways can you arrange 9 pots in a row?
A. 40 320 B. 42 300 C. 362 880 D. 380 620
5. In how many ways can 10 people be seated around a circular table?
A. 362 880 B. 368 028 C. 803 268
D. 862 286
6. In how many ways can n different objects be arranged taken all at a
time?
A. (n-1)! B. (n + 1)! C.n!
D. (2n)!
7. What is the arrangement of finite numbers of objects taken some or all
at a time?
A. Combination B. Permutation C. Probability D. Statistics
8. What is P(9,2)?
A. 2
B. 72 C. 40 320
D. 362 880
9. In a room, there are 8 chairs in a row. In how many ways can 6 students
be seated in consecutive chairs?
A. 2
B.720 C. 20 160
D. 21 060
10. A restaurant offers 4 kinds of soup, 7 kinds of main dish, 5 kinds of
vegetable dish, and 6 kinds of dessert. In how many possible ways can
the restaurant form a meal consisting of 1 soup, 2 main dish, 3 vegetable
dish, and 2 desserts?
A. 8
B. 22
C. 106
D. 12 600
11. What is P(8,3)?
A. 6
B. 336 C. 633
D. 40 320
12. In how many ways can 10 students arrange themselves in a
picture taking?
A. 362 800 B. 800 632 C. 3 628 800 D.8 362 300
13. Find: C(9,3)
A. 6
B. 84 C. 720
D. 362 880
14. Solve : C(10, 7) =
A. 45
B. 25 C. 100
D. 120
15. Find: C(8,3)
A. 36
B. 46 C.56
D. 66​