Question

A) 6 B) 24 C) 3 5. A pianist plans to play 5 pieces at a recital. How many ways can she arrange the program by playing these pieces in different orders? A) 120 B) 32 C) 25 D) 3125 6. In how many different ways can a race with 10 runners be completed, assuming there is no tie? A) 3,628,800 B) 1024 C) 10 D) 362,880 Logo house three are needed to clean windows, four to clean

          A) 6
B) 24
C) 3
5. A pianist plans to play 5 pieces at a recital. How many ways can she arrange the program by
playing these pieces in different orders?
A) 120
B) 32
C) 25
D) 3125
6. In how many different ways can a race with 10 runners be completed, assuming there is no
tie?
A) 3,628,800
B) 1024
C) 10
D) 362,880
Logo house three are needed to clean windows, four to clean

Added by Brian S.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

Instant Answer

Solved by Expert Banhishikha Sinha

Step 1

This is because there are 5 pieces and she can arrange them in 5! (5 factorial) ways, which is equal to 5 x 4 x 3 x 2 x 1 = 120. For the second question, "In how many different ways can a tie be completed, assuming there is no race with 10 runners?", the answer Show more…

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Tiot A) 6 B) 24 the program by How many ways can she arrange 5. A pianist plans to play 5 pieces at a recital. Playing these pieces in different orders? C) 25 D) 3125 A) 120 B) 32 assuming there is no race with 10 runners be completed, 6_ In how many different ways can tie? D) 362,880 B) 1024 C) 10 A) 3,628,800 needed to clean windows, four to clean three are hence be.