TOPIC :Evaluating Combination Notation Analyze and answer the following problems. a)In the Philippine 6/42 lotto, a bet consists of choosing any 6 numbers in no particular order from 1 to 42. In how many possible bets can be made? b)A club contains the President, the Secretary, and 10 other members. The club is asked to send a group of 4 representatives to a conference. Calculate the number of different ways in which the group can be formed if it must contain either the President or the Secretary, but not both. c)A committee of 6 members is to be chosen from 7 women and 5 men. Calculate the number of ways this can be done if a minimum of 4 men must be chosen.
TOPIC :Evaluating Combination Notation Analyze and answer the following problems. a)In the Philippine 6/42 lotto, a bet consists of choosing any 6 numbers in no particular order from 1 to 42. In how many possible bets can be made? b)A club contains the President, the Secretary, and 10 other members. The club is asked to send a group of 4 representatives to a conference. Calculate the number of different ways in which the group can be formed if it must contain either the President or the Secretary, but not both. c)A committee of 6 members is to be chosen from 7 women and 5 men. Calculate the number of ways this can be done if a minimum of 4 men must be chosen.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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TOPIC :Evaluating Combination Notation
- Analyze and answer the following problems.
a)In the Philippine 6/42 lotto, a bet consists of choosing any 6 numbers in no particular order from 1 to 42. In how many possible bets can be made?
b)A club contains the President, the Secretary, and 10 other members. The club is asked to send a group of 4 representatives to a conference. Calculate the number of different ways in which the group can be formed if it must contain either the President or the Secretary, but not both.
c)A committee of 6 members is to be chosen from 7 women and 5 men. Calculate the number of ways this can be done if a minimum of 4 men must be chosen.
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