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Selecting Students How many ways can you pick 4 students from 10 students (6 men, 4 women) if you must have an equal number of each gender or all of the same gender?
106
Intro Stats / AP Statistics
Chapter 4
Probability and Counting Rules
Section 4
Counting Rules
Sampling and Data
Probability Topics
Temple University
Missouri State University
Cairn University
Idaho State University
Lectures
0:00
00:23
In how many ways can 6 tra…
06:11
Selecting a Jury How many …
00:22
There are 12 boys and 13 g…
03:06
Task Assignments How many …
01:28
Solve the problem using th…
00:51
00:45
These problems involve com…
01:00
Tell whether each situatio…
00:59
In how many different ways…
04:49
Selecting a Committee Ther…
00:37
These exercises involve co…
01:22
Seven women and nine men a…
02:59
Solve these exercises by u…
01:36
Suppose that a department …
A group of $n$ students is…
02:18
A multiple-choice test con…
00:27
How many different ways ar…
01:07
There are 14 standbys who …
00:50
02:14
In how many ways can a com…
a problem. 14 7. We have six million and for a woman. So we are given that 60 off to. So we have to choose to men and two women. Um, through the number of ways to a select two men and two women. Choosing from six from six men is, uh, four C two. So the number of ways to women can be chosen from four is six seed to times for C two, which is equal to, uh, which is able tonight. Eso the number off ways to men and two women can be chosen is 90 in 19 weeks.
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