priyankahongal94 priyankahongal94
  • 24-07-2020
  • Mathematics
contestada

How many different lists containing the numbers 1, 4, 5, 8, 17, 21, and nothing else are there in which each odd integer appears before any even integer?

Respuesta :

cdchavezq cdchavezq
  • 25-07-2020

Answer:

4! * 2!  = 48

Step-by-step explanation:

In general you have 6 elements so there are 6! = 6*5*4*3*2*1  lists in total, now, you have to think about the second condition, an odd integer has to appear before any even integer. Therefore odd integers go first, and since there are 4 odd integers, there are 4! possible lists, and  since there are two even integers there are 2! lists, so in total you have 4! * 2! lists

Answer Link

Otras preguntas

Describe the changes of cell in metaphase.
What symbol is used to show a positive Nitrogen (N) ion which has loss two electrons?​
What does a eukaryote have that at prokaryote does not?
1. Which document addressed colonial concerns about English policies? A. Declaration of Independence B. Mayflower Compact C. U.S. Constitution D. Bill of Ri
what specific characteristics does each of the diagram have?​
Society suffers from multiple problems such as (social - economic problems). submit proposals (solutions) to reduce these problems. FAST PLEASE
he figure below shows the quotient of fraction 4 over 5. ÷ fraction 3 over 10. using a rectangle model
Help me pleaseeeeee :(
Definition: This is a group of words used as a single part of speech. Example: on the counter Answer:Phrase
The sixth graders in one school are 155. 3 of them are girls. How many are the boys? 5A:31B:52C:62D:93And please tell me how You got the answer, thanks. ​