How many ways we can distribute 12 identical pencils to 4 children such that every children get at least one pencil?
Table of Contents
- 1 How many ways we can distribute 12 identical pencils to 4 children such that every children get at least one pencil?
- 2 How many pencils are in a pencil box?
- 3 What fraction of pencil did she give to Meenakshi?
- 4 What are the numbers of ways in which 5 different books can be distributed between 3 children if each child gets at least 1 book?
How many ways we can distribute 12 identical pencils to 4 children such that every children get at least one pencil?
To get each student gets at least 1 pencil. First, we distribute 4 pencils each 1 to 4 students. Remaining pencils are 6(Total 10 pencils we already distribute 4 pencils). Therefore answer is 84 ways.
How many pencils will you have if you divide equally 10 among 4?
The formula is x1+x2+x3+x4=10 so we want each one to get one pencil atleast so the general solution is (n−1)C(k−1) here n=10andk=4 so answer is 9C3=84.
How many more pencils does the teacher need to have 200 pencils in the classroom?
New York State Common Core Math Grade 2, Module 3, Lesson 15 How many pencils will she have left over after she gets what she needs out of the boxes?
How many pencils are in a pencil box?
Pencils are packed 10 in a box.
How many ways we can distribute 10 similar books among 5 persons?
so, for 10C5 = 10!/5!* 5! 252 ways.
How many ways can 12 balloons be distributed at a birthday party among 10 children if we ensure that every child gets atleast one balloon?
Therefore, there are 293,930 ways in which 12 balloons can be distributed at a birthday party of 10 children.
What fraction of pencil did she give to Meenakshi?
neelam has 25 pencil ,she gives 4/5 of them to meena .
How many pencils are in 3 packs?
Answer: 18 pencils in 3 packs. There are 6 pencils in each pack. There are 18 pencils in 3 packs.
What is the total number of ways in which 5 identical books can be distributed among 3 friends such that each of them gets at least one book?
Thus, number of ways maximum five identical books can be distributed among three friends such that each get at least one book = (6 + 3 + 1) ways = 10 ways.
What are the numbers of ways in which 5 different books can be distributed between 3 children if each child gets at least 1 book?
So, combining the two patterns, five identical books can be distributed among three friends such that each gets at least one book in (3 + 3) = 6 ways.
How many ways can 12 identical apples be distributed among four children if each gets at least 1 apple and not more than 4?
So the answer is 31 ways.