3 years ago

Six identical coins are tossed. How many possible arrangements of the coins include three heads and three tails?

Mathematics

1 answer:

tekilochka [14]3 years ago

8 0

Answer:

The possible arrangement= 18 ways

Step-by-step explanation:

Six identical coin are tossed.

Coin has only a tail and a head.

In how many possible ways can the arrangement be 3 head and 3 tail.

The possible arrangement= (3! * 3!)/2

The reason for dividing by two because coin has two face.

The possible arrangement= (3! * 3!)/2

The possible arrangement=( 6*6)/2

The possible arrangement= 36/2

The possible arrangement= 18 ways

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Six identical coins are tossed. How many possible arrangements of the coins include three heads and three tails?​

Six identical coins are tossed. How many possible arrangements of the coins include three heads and three tails?