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Music Recital Six students are performing one song each in a jazz vocal recital. Two students have repertoires of five numbers, and the others have four songs each prepared. How many different programs are possible without regard to order? Assume that the repertory selections are all unique.

5x5x4x4x4x4 = 6400

Intro Stats / AP Statistics

Chapter 4

Probability and Counting Rules

Section 4

Counting Rules

Sampling and Data

Probability Topics

Temple University

Piedmont College

Cairn University

Lectures

0:00

00:45

These problems involve per…

01:33

A program is planned to ha…

00:42

Tell whether each situatio…

00:33

These exercises involve co…

02:18

Programming Music A zydeco…

02:22

Arranging Books Five diffe…

01:41

$41-52$ Counting Permutati…

01:51

Five different mathematics…

01:04

Use the Fundamental Counti…

01:43

Use the fundamental princi…

00:46

Five singers are to perfor…

00:40

In how many ways can 4 son…

01:22

04:47

Show Programs Three bands …

00:39

Use the permutation or com…

In how many different ways…

Use an appropriate rule of…

00:20

Solve each counting proble…

00:25

Solve each problem.Sch…

Tell whether the question …

41. Two students with five songs each well and for students was for songs each. So we are given that five times five is able to 25. So let's consider one off the students with a rehab three or toil five number. So there are five programs which can contain his sins. Eso The same goes for other five students, which has five something. His report, Cherie and therefore the number off different programs containing once hung from each off them is equal toe five times five times four is equal to 100. So we go further considering one off the students having fourth for sums people. So the number of different programs, including the three students so far is they're five times five times four times four times four times bad times for which is 6400 different problems.

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