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Permutations and Combinations · Exercise 1 of 5

Permutations and Combinations Easy Level

  • 40 questions
  • Page 4 of 4
  • Answers explained
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40 permutations and combinations questions at competitive-exam level: arranging letters with repeats, numbers from digits, circular seating and necklaces, committees, handshakes, diagonals, lines and triangles, and a street map – each solved one step per line with the common trap named.

Question 31 Easy

In how many ways can 5 people stand in a line if a particular person must be at the front?

A 120
B 20
C 5
D 24
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Question 32 Easy

How many 4-letter arrangements can be made from the letters of MONDAY without repetition?

A 15
B 360
C 1,296
D 720
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Question 33 Easy

How many 4-digit PINs can be made from the digits 0 to 9 if digits may repeat?

A 5,040
B 9,000
C 210
D 10,000
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Question 34 Easy

How many 4-digit PINs can be made from the digits 0 to 9 if no digit repeats?

A 5,040
B 10,000
C 210
D 4,536
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Question 35 Easy

In how many ways can a team of 11 be picked from 14 players?

A 2,184
B 14
C 364
D 91
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Question 36 Easy

A team of 11 is picked from 14 players, and the captain must always be included. In how many ways can it be done?

A 286
B 364
C 78
D 715
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Question 37 Easy

How many 3-letter arrangements can be made from the letters of ENGLISH without repetition?

A 35
B 343
C 210
D 5,040
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Question 38 Easy

The map shows a grid of streets. A walker goes from A to B by a shortest route, moving only right or up along the streets.

Street map
ABP

How many shortest routes are there from A to B?

A 6
B 20
C 5
D 10
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Question 39 Easy

The map shows a grid of streets. A walker goes from A to B by a shortest route, moving only right or up along the streets.

Street map
ABP

How many shortest routes from A to B pass through the junction P?

A 10
B 6
C 4
D 3
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Question 40 Easy

In how many ways can 4 people sit in a row of 5 chairs?

A 5
B 625
C 120
D 20
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Up next · Exercise 2Medium Level40 questions

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