1) Simply concern about combining things. a) Permutation b) Combination c) Probability d) Arrangements 2) In the set (AB, BC, DA, BA) what is the combination? a) 1 b) 2 c) 3 d) 4 3) Derangement of 3 objects. a) 2 b) 9 c) 44 d) 72 4) How many distinct ways can we arrange the letters in MISS? a) 17 b) 12 c) 216 d) 245 5) It is associated with arranging things in different order. a) Probability b) Arrange c) Combination d) Permutation 6) What is the other term for Derangement? a) Permutaion with Period b) Permutation with Repetition c) Permutation with Arrangement d) Permutation with Restrictions 7) When distributing n objects into k group. a) Multinomial Coefficient b) Derangement c) Permutation with Repetition d) Combination Proof 8) In how many different ways can you arrange 3 books on a shelf from a group of 7? a) 210 b) 120 c) 310 d) 98 9) How many distinct ways can you arrange the word ALABAMA? a) 32580 b) 210 c) 2702 d) 67 10) When some object are identical, the formula adjust. a) Multinomial Coefficient b) Derangement c) Permutation with Repetition d) Combination Proof 11) In how many ways can 6 friends sit around a circular table? a) 210 b) 68 c) 100 d) 120 12) What is the Combination if you toss two coins? a) 1 b) 2 c) 3 d) 4 13) What is the Permutation if you toss two coins? a) 1 b) 2 c) 3 d) 4 14) Order does not matter. a) Probability b) Combination c) Permutation d) Arrangement 15) ____=n!/(n-r)!r! a) Permutation b) Combination c) Arrangement d) Probability 16) Waht is the sample space if tossing a single coin? a) (TT,TH,HH) b) (TT,TH,HT,HH) c) (T,H) d) (TH) 17) Derangement of 5 object. a) 11 b) 22 c) 33 d) 44 18) Many theorems is combinatorics are proven by counting in two different ways, like the binomial theorem of Pascal's Indentity. a) Multinomial Coefficient b) Derangement c) Permutaion with Repetition d) Combination Proof 19) A baseball coach needs to arrange a player in a batting order. How many different order are possible? a) 362,880 b) 362,890 c) 264,800 d) 282,420 20) What is the most common word in determining that the problem is a Permutation? a) arrange b) matters c) count d) pool 21) Order matters. a) Probability b) Combination c) Permutation d) Derangement 22) How many 4-digit PIN codes can be created using the digits 0-9 if no digit is repeated? a) 504 b) 4050 c) 50 d) 5040 23) How many ways can 5 cards be chosen from a standard 52 card deck. a) Permutation b) Combination 24) How many 4-digit PIN codes can be created using the digits 0-9 if no digit is repeated? a) Permutation b) Combination 25) A company is selecting a 4 member leadership team from 10 employees. How many ways can the team be formed? a) Permutation b) Combination 26) A basketball coach needs to arrange a players in a batting order. How many different order are possible? a) Permutation b) Combination 27) In how many ways can 6 friends sit around a circular table? a) Permutation b) Combination 28) In how many ways can 8 people be seated in a row if 2 specific people must sit next to each other. a) Permutation b) Combination 29) How many ways can 3 boys and 2 girls be selected from a group of 5 boys and 4 girls? a) Permutation b) Combination 30) In a class of 15 students, how many ways can a captain and vice captain be selected? a) Permutation b) Combination 31) How many distinct arrangements can be made using all the letters of the word "APPLE"? a) Permutation b) Combination 32) From a group of 12 employees, how many ways can 5 employees be chosem to form a project team? a) Permutation b) Combination 33) In how many ways can 3 people out of 7 be arranged in a straight line? a) Permutation b) Combination 34) In a group of 10 students, how many ways can a team of 4 be selected? a) Permutation b) Combination 35) How many 4-letter passwords can be formed from the letters A,B,C,D, and E letter is repeated? a) Permutation b) Combination 36) A class of 8 students needs to form a 3 person committee. How many ways can this be done? a) Permutation b) Combination 37) How many teams.of 4 can be produced from a pool of 12 engineers? a) Permutation b) Combination 38) In a group of 10 people, three $5 prize will be give. How many ways can the prize be distributed? a) Permutation b) Combination 39) In how many different ways can we arrange 5 books on a shelf? a) Permutation b) Combination 40) In how many different ways can you arrange 3 books on a shelf from a group of 7? a) Permutation b) Combination

Grade 12

by
I-Print kini
Embed

Leaderboard

Visual style

Mga Option

I-switch ang template

I-restore ang gi-autosave: ?