How many ways are there to assign 24 subjects into two equally sized groups?
The answer is not 5408312.
Number of ways to divide n students into k groups of size h is equal to
Here
n=24
h=12
k=2
How many ways are there to assign 24 subjects into two equally sized groups? The answer...
How many possible ways that we can assign two heads by tossing five coins?
(A) How many different ways are there for 17 of the 24 people to develop the disease? (B) Now suppose 9 of the 24 people carry a specific genetic mutation, and 5 of those are in the group that develops the disease. How many different ways are there for this to happen?
Testing for marijuana use among 140 subjects with positive test results there are 24 false positives among 150 for negative results there are two false negatives. How many subjects did not use marijuana
uivi ed in groups of 3, 5, 2 and 20. In how many ways can this oe done? 4. A package has six light bulbs, two of which are defective. Find the probability of selecting three non-defective bulbs out of this batch.
How many ways can the letters of the word KITCHEN be arranged? How many ways can the letters of the word KITCHEN be arranged if the letters H, E, and N must remain next to each other in the order HEN? If all arrangements of the letters of the word KITCHEN are equally likely, what is the probability that an arrangement will have the letters H, E, and N next to each other in the order HEN? How many ways...
The chess club has 8 members. In how many ways can they be divided into 4 groups of 2 to play a game?
There are 24 books on a shelf. How many ways are there to choose 5 of them so that no two of the chosen books stand next to each other ?
Two equally sized beakers are filled with the same volume of two different liquids. Beaker A contains 100mL water. Beaker B contains 100mL of a 3M solution of sodium chlorode in water. Upon standing at room temperature, which of the two liquids will evaporate first? Please explain.
In how many ways could 17 people be divided into five groups containing, respectively, 2, 6, 5, 3, and 1 people?
discrete mathematics a. 25 identical glass orbs are to be partitioned into 5 groups. How many ways are there to do this? b. The orbs are to be partitioned such that each group gets at least one orb. How many ways are there to this? 6 of the orbs are given to the 1 group. How many ways are there to partition the remaining orbs such that the first group has at least the 6 from the beginning of this...