Question

How to distribute 5 apples to 6 persons without cutting it ??

Answer 1

Answer:

Each apple may be given to any of the 6 boys. So, each apple may be given in 6 ways. ∴ 5 apples may be given in(6×6×6×6×6)=65=7776 ways.

Explanation:

Please mark me as brainlist.

Answer 2

Answer: Number of possible ways 7776.

Given: 5 apples and 6 persons.

To Find: Number of possible ways to distribute 5 apple to 6 persons.

Step-by-step explanation:

Step 1: Here, we have 5 apples and 6 persons. We have to give one apple to one person. Next apple to another one and so on.

The number of arrangements for placing n different items in r different boxes so that each box has at least one item (empty boxes are permitted) is equal to $r^n$.

Step 2: First apple can be distribute in six different ways.

Second apple can be distribute in six different ways.

Third apple can be distribute in six different ways.

Fourth apple can be distribute in six different ways.

Fifth apple can be distribute in six different ways.

So, total possible number to distribute 5 apple to 6 persons

$=6 \times6\times 6 \times6\times6\\\\=7776$
Total number of possible ways to distribute 5 apple between 6 persons are 7776.

For more question please follow the given link below.

https://brainly.in/question/49672048

https://brainly.in/question/40859150

#SPJ3