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Question 1
there are 6 coins of different denominations in a box, what are the chances of someone picking out the coins in exactly ascending ordestes
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0 1120
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Answer 1

Question:

If there are 6 coins of different denominatons in a box what are the chances of some one picking out of the coin in exactly ascending and descending order

Answer:

$\frac{1}{360}$ chances of someone picking out of the coin in exactly ascending and descending order.

Explanation:

Given that there are 6 coins of different denominations in a box.

We need to determine the chances of someone picking out of the coin in exactly ascending and descending order.

The number of ways the coins can be picked is given by

$6!=6\times5\times4\times3\times2\times1$

   $=720$

Thus, there are 720 ways that the coin can be picked.

Also, the number of ways the coind can be picked in exactly ascending and descending order is 2 ways.

The probability that the chances of someone picking out of the coin inexactly asceding and descending order is given by

$\frac{2}{720}$

Dividing , we get,

$\frac{1}{360}$

Thus, the chances of someone picking out the coins in exactly ascending or descending order is $\frac{1}{360}$

Learn more:

(1) If there are 6 coins of different denominatons in a box what are the chances of some one picking out of the coin in exactly accending and decending order

brainly.in/question/15552231

(2) A person has 4 coins each of different denomination. What is the number of different sums of money the person can form (using one or more coins at a time

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