pandagroup507 pandagroup507
  • 12-04-2022
  • Mathematics
contestada

In how many ways can the word "calculus" be arrange so that two L's do not come together?​

Respuesta :

LammettHash
LammettHash LammettHash
  • 12-04-2022

Count the total number of permutations of the word "calculus": there are 8 letters, hence 8! = 40,320 total permutations.

Count the number of permutations in which the two L's occur next to each other. Effectively we're now talking about words consisting of 7 letters, of which there are 7! = 5,040.

It follows that there are

8! - 7! = 35,280

words in which two L's do not appear next to each other.

Answer Link

Otras preguntas

1. Which of the following correctly describes the Big Bang theory? The majority of the universe was formed in a giant explosion that threw material out in
How many acts does macbeth have
How do you know a graph represents a function?
How do you know a graph represents a function?
how do you think electricity was discovered
two factor of 30 that add up to 9
Could someone help please? The Sales S (in thousands of units) of a cleaning solution after X hundred dollars is spent on advertising are given: S = 10(1 - e^(k
. Which one of the following problems may result from a direct democracy?
the sum of 5x and 2x is at least 14
When a disease cannot be passed from person to person, it is referred to as a