Class: Notes/Examples If decision M can be made ways and decision N can be made ways, then the two decisions can be made ways. 1. The ice cream shop offers a choice of a 3 cone sizes, 15 flavors, and 8 toppings. How many cones are possible if you can only choose one flava and one topping? 3 x 1S X8-360 2. Virginia license plates consist of three letters followed by 4 digits. How many different license plates are possible? 3. Nick's science test has a section with 12 true or false questions. How ma different ways can Nick answer these questions? 4. To enter their home, the Clayton family enters a 4-digit code. How man codes are possible?
Class: Notes/Examples If decision M can be made ways and decision N can be made ways, then the two decisions can be made ways. 1. The ice cream shop offers a choice of a 3 cone sizes, 15 flavors, and 8 toppings. How many cones are possible if you can only choose one flava and one topping? 3 x 1S X8-360 2. Virginia license plates consist of three letters followed by 4 digits. How many different license plates are possible? 3. Nick's science test has a section with 12 true or false questions. How ma different ways can Nick answer these questions? 4. To enter their home, the Clayton family enters a 4-digit code. How man codes are possible?
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Notes/Examples
If decision M can be made
ways and decision N can be made
ways, then the two decisions can be made
ways.
1. The ice cream shop offers a choice of a 3 cone sizes, 15 flavors, and 8
toppings. How many cones are possible if you can only choose one flava
and one topping?
3 x 1S X8-360
2. Virginia license plates consist of three letters followed by 4 digits. How
many different license plates are possible?
3. Nick's science test has a section with 12 true or false questions. How ma
different ways can Nick answer these questions?
4. To enter their home, the Clayton family enters a 4-digit code. How man
codes are possible?
The
of all natural numbers from
to
Examples:
9! =
12! =
8! =
11!
*O! =
%3D
An arrangement or line up of objects in which
Permutation Formula:
nP,=
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