2. At Mang Amang's Eatery, you can choose from 7 viands, plain or fried rice, 3 kinds of beverages and 2 kinds of dessert. In how many ways can a person choose what to have if he is to order one from each group?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.7: Piecewise And Step Functions
Problem 30PPS
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Solve all except number 1

Direction: Solve the following problems using the Fundamental
Counting Principle:
1. Ofelia bought 7 blouses, 5 skirts, 3 pair of shoes and 3 bags. All of these
coordinates with one another. If she is to select on blouse, one skirt, a pair of
shoes, and a bag to wear on a certain day, how many different selections are
possible?
2. At Mang Amang's Eatery, you can choose from 7 viands, plain or fried rice, 3
kinds of beverages and 2 kinds of dessert. In how many ways can a person
choose what to have if he is to order one from each group?
3. An Architect has 4 styles of homes, each with 3 styles of carports, 4 styles of
decks, and 5 styles of roofing. How many possibilities are there?
4. In how many different ways can 5 students seat in a row on a picture taking?
5. On a Saturday morning, you wash most of your clothes. Your teacher invited
you to attend a workshop and you are left with only 2 pants, 4 shirts and 2 pairs of
shoes. In how many ways can you dress?
Direction: Create your own example of problem involving
organization of probability of events. Show organization using the 4
techniques.
Problem:
a) Systematic listing
b) Table
c) Tree diagram
d) Fundamental Counting Principle:
Transcribed Image Text:Direction: Solve the following problems using the Fundamental Counting Principle: 1. Ofelia bought 7 blouses, 5 skirts, 3 pair of shoes and 3 bags. All of these coordinates with one another. If she is to select on blouse, one skirt, a pair of shoes, and a bag to wear on a certain day, how many different selections are possible? 2. At Mang Amang's Eatery, you can choose from 7 viands, plain or fried rice, 3 kinds of beverages and 2 kinds of dessert. In how many ways can a person choose what to have if he is to order one from each group? 3. An Architect has 4 styles of homes, each with 3 styles of carports, 4 styles of decks, and 5 styles of roofing. How many possibilities are there? 4. In how many different ways can 5 students seat in a row on a picture taking? 5. On a Saturday morning, you wash most of your clothes. Your teacher invited you to attend a workshop and you are left with only 2 pants, 4 shirts and 2 pairs of shoes. In how many ways can you dress? Direction: Create your own example of problem involving organization of probability of events. Show organization using the 4 techniques. Problem: a) Systematic listing b) Table c) Tree diagram d) Fundamental Counting Principle:
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