A bookstore manager wants to select one novel from each category. There are 3 different fantasy novels, 2 different sci-fi novels, and 3 different mystery novels. How many different selections can be made? a. For this example, what formula will we need to use? n! O Perumtation Rule #2: rp! .... n! O Permutation: „P, (n-r)! n! O Combination: C, = %3D (n - r)! r! O Fundamental Counting Rule: k k2 k3. . kn .... b. Please explain how we know we are supposed to use that formula. O We are picking from one group multiple times and order does not matter. OWe are rearranging all the items that come from multiple groups (or categories) and within each group there are identical items (repeats). OWe are picking from multiple groups (or categories) and within each group have different choices. OWe are picking from one group multiple times and order matters. c. How many different selections can be made? (Do work on a separate piece of paper) There are different ways to arrange the books on the shelf.

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How Many of Your Memories
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citruscollege.instructure.com courses/20014/assignments/313052
A bookstore manager wants to select one novel from each category. There are 3 different fantasy
novels, 2 different sci-fi novels, and 3 different mystery novels. How many different selections can be
made?
a. For this example, what formula will we need to use?
n!
O Perumtation Rule #2:
al
... *Tp!
n!
O Permutation: „P, =
(n -r)!
n!
O Combination: C, =
es
(n – r)! .r!
O Fundamental Counting Rule: ki · k2 · k3 ·
· kn
b. Please explain how we know we are supposed to use that formula.
O We are picking from one group multiple times and order does not matter.
O We are rearranging all the items that come from multiple groups (or categories) and within each
group there are identical itms (repeats).
O We are picking from multiple groups (or categories) and within each group have different
choices.
O We are picking from one group multiple times and order matters.
c. How many different selections can be made? (Do work on a separate piece of paper)
There are
different ways to arrange the books on the shelf.
Question Help: 9 Message instructor
How Many of Y..pdf
MacBook Al
A00 F4
F5
F7
Transcribed Image Text:How Many of Your Memories = Google Docs New Tab citruscollege.instructure.com courses/20014/assignments/313052 A bookstore manager wants to select one novel from each category. There are 3 different fantasy novels, 2 different sci-fi novels, and 3 different mystery novels. How many different selections can be made? a. For this example, what formula will we need to use? n! O Perumtation Rule #2: al ... *Tp! n! O Permutation: „P, = (n -r)! n! O Combination: C, = es (n – r)! .r! O Fundamental Counting Rule: ki · k2 · k3 · · kn b. Please explain how we know we are supposed to use that formula. O We are picking from one group multiple times and order does not matter. O We are rearranging all the items that come from multiple groups (or categories) and within each group there are identical itms (repeats). O We are picking from multiple groups (or categories) and within each group have different choices. O We are picking from one group multiple times and order matters. c. How many different selections can be made? (Do work on a separate piece of paper) There are different ways to arrange the books on the shelf. Question Help: 9 Message instructor How Many of Y..pdf MacBook Al A00 F4 F5 F7
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