a) A math quiz has six " true-false" questions. HoW Many different choices for giving answers to the six questions are -) A car license plate consists of 7 characters. The first 4 characters are UMerals fromM 0 to 9. The last 3 characters are letters exclu ding I, 0, and X. How Many different license plates are possible? :) HOmer, Gomer, Plato, Euclid, Socrates, Aristotle, Newton and Archimedes form the poard of directors of the Lawyer and Poodle Admirers Club. They will choose from GMongst themselves a Chairperson, Secretary, and Treasurer. No person will hold More than one position. How Many different outcoMes are possible?
a) A math quiz has six " true-false" questions. HoW Many different choices for giving answers to the six questions are -) A car license plate consists of 7 characters. The first 4 characters are UMerals fromM 0 to 9. The last 3 characters are letters exclu ding I, 0, and X. How Many different license plates are possible? :) HOmer, Gomer, Plato, Euclid, Socrates, Aristotle, Newton and Archimedes form the poard of directors of the Lawyer and Poodle Admirers Club. They will choose from GMongst themselves a Chairperson, Secretary, and Treasurer. No person will hold More than one position. How Many different outcoMes are possible?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:a) A Math quiz has six " true-false"
questions. HoW Many different choices for
giving answers to the six questions are
possible?
b) A car license plate consists of 7
characters. The first 4 characters are
NUMerals froM 0 to 9. The last 3 characters
are letters excluding I, 0, and X. How Many
different license plates are possible?
c) HOMer, GOMer, Plato, Euclid, Socrates,
Aristotle, Newton and Archimedes form the
board of directors of the Lawyer and Poodle
Admirers Club. They will choose from
GMongst themselves a Chairperson,
Secretary, and Treasurer. No person will hold
More than one position. How Many different
outcomes are possible?
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