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45, 360
IT’S YOUR
TIME
A teacher wants to assign 4
different tasks to her 4
students. In how many
possible ways can she do
it?
Answer: 24 ways
In a certain general assembly,
three major prizes are at stake. In
how many ways can the first,
second, and third prizes be drawn
from a box containing 120 names?
Answer: 1, 685, 040 ways
How many distinguishable
permutations are possible with all
the letters
of the word ELLIPSES?
Answer: 5, 040
How many 4 – digit numbers can
be formed from the digits 1, 3, 5, 6,
8,and 9 if no repetition is allowed?
Answer: 360
If there are 10 people and only 6
chairs are available, in how many
ways can they be seated?
Answer: 151, 200
Find the number of
distinguishable permutations of
the digits of the number 348 838.
Answer: 60
References:
1.https://www.youtube.com/@JoshuaEvar
istovideos
2.Grade 10 Mathematics Learner’s Module
Solving Problems Involving Permutations.pdf

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