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Chapter 33: Problem 1068

In how many ways can the letters in the word "Monday" be arranged?

Short Answer

Expert verified
There are \(720\) unique ways to arrange the letters in the word "Monday".

Step by step solution

01

Determine the Number of Letters

Count the number of letters in the word "Monday". There are 6 distinct letters.
02

Calculate Factorial

To find the total number of unique arrangements, we can use the formula for the number of permutations of a set with n distinct items: n! (factorial). In our case, n = 6. Calculate the value of 6!: 6! = 6 脳 5 脳 4 脳 3 脳 2 脳 1 = 720
03

Present the Result

Thus, there are a total of 720 unique ways to arrange the letters in the word "Monday".

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