MATH 10 Circular and Distinguishable Permutation

In how many ways can you arrange 11 persons in a round table?

• 1, 814, 400

• 3, 628, 800

• 19, 958, 400

• 39, 916, 800

in how many ways can you arrange 14 different beads in a bracelet?

• 3, 113, 510, 400

• 6, 227, 020, 800

• 43, 589, 145, 600

• 87, 178, 291, 200

In how many ways can you arrange 11 people in a round table such that 3 persons is seated next to each other?

• 3, 628, 800

• 21, 772, 800

• 39, 916, 800

• 239, 500, 800

How many distinguishable permutations exist for the letters in the word COOKBOOK?

• 105

• 840

• 7, 560

• 75, 600

How many distinguishable permutations exist for the letters in the word CAPTAINBALL?

• 302, 400

• 3, 326, 400

• 39, 916, 800

• 518, 918, 400

How many distinguishable permutations exist for the letters in the word COMMITMENT?

• 30, 240

• 302, 400

• 3, 326, 400

• 39, 916, 800

In how many ways can you arrange 12 people in a round table such that 3 persons are seated next to each other?

• 362, 880

• 21, 772, 800

• 239, 500, 800

• 2, 874, 009, 600

In how many ways can 6 girls and 4 boys be seated in a round table?

• 2, 880

• 17, 280

• 1, 814, 400

• 3, 628, 800

How many arrangement can be formed from the word ECCENTRICITY?

• 831, 600

• 9, 979, 200

• 129, 729, 600

• 5, 748, 019, 200

In how many ways can you arrange 12 people in a round table such that 5 persons are seated next to each other?

• 5, 040

• 3, 991, 680

• 5, 748, 019, 000

• 4, 790, 016, 000