Among nine presidential candidates at a debate, three are Republicans and six are Democrats. In how many different ways can the nine candidates be lined up? How many lineups by party are possible if each candidate is labeled either R or D? For each of the nine candidates, you are to decide whether the candidate did a good job or a poor job; that is, give each of the nine candidates a grade of Gor P. How many different "score cards" are possible?
Among nine presidential candidates at a debate, three are Republicans and six are Democrats. In how many different ways can the nine candidates be lined up? How many lineups by party are possible if each candidate is labeled either R or D? For each of the nine candidates, you are to decide whether the candidate did a good job or a poor job; that is, give each of the nine candidates a grade of Gor P. How many different "score cards" 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:Among nine presidential candidates at a debate, three are Republicans and six are
Democrats.
In how many different ways can the nine candidates be lined up?
How many lineups by party are possible if each candidate is labeled either
R or D?
For each of the nine candidates, you are to decide whether the candidate did a
good job or a poor job; that is, give each of the nine candidates a grade of G or
P. How many different "score cards" are possible?
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