A. Calculate each of the following. 1. P (5,2) 2. P (6,6) 3. P (10, 6) || 4. P (7,6) 5. P (n, 3) = 210 ||
A. Calculate each of the following. 1. P (5,2) 2. P (6,6) 3. P (10, 6) || 4. P (7,6) 5. P (n, 3) = 210 ||
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Transcribed Image Text:זיויויון
ليليليليليل
וויויויז
000
Q3 WEEK1
OUTPUT
Let's Dig In
Activity 4 Find Me!
A. Calculate each of the following.
1. P (5,2)
4. P (7,6)
2. P (6, 6)
5. P (n, 3) = 210
3. P (10,6)
B. DIRECTIONS: Answer the following questions. Provide your complete solution.
1. Francis has to choose 5 numbers for his password (from digits 0 to 9) and repetition
of digits are not possible. How many different arrangements of numbers could
Francis choose?
2. How many unique 3 digit codes can be created from the 5 digits {1, 2, 3, 4, 5} if
repetitions are allowed?
3. 10 students have appeared for a test in which the top three will get unique prizes.
How many possible ways are there to get the prize winners?
4.
In how many ways can I create 2 letter words from the letters in the word LOVE? Any
2 letters form a 2 letter word.
5.
How many unique 3 letter passwords can be made from 4 letters if repetitions are
allowed?
+
1
CREATOR
CE
(
X
ויויויויו
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