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Coin flip online is a tool in which deals with the flipping of coin. This basically deals with the probability of topic. Tossing a coin deals has two results, one is getting a head and other is getting a tail. When a coin is flipped it has two possibilities:-

1) Getting a head, or

2) Getting a tail

And the percentage of both is 50 %. Therefore the probability of getting a head is 50 % or ½. Similarly the probability of getting a tail is 50 % or ½. There can be different cases where coin can be flipped two times, three times etc.

There are some examples which are shown below for the same:-

**Question 1:- **A coin is tossed three times. Find the probability of tossing heads exactly two times.

**Solution:- **Given A coin is tossed three times.

To find: - Probability of tossing heads exactly two times.

There are eight possible combinations:-

HHH, THH, HTH, HHT, THT, TTH, HTT, TTT

In above example, THH, HHT, and HTH are the three combinations of tossing heads exactly two times.

Hence the Probability of tossing heads exactly two times: - 3/8.

**Question 2:- ****A coin is tossed three times. Find the probability of tossing tails exactly two times****.**

**Solution:- **Given A coin is tossed three times**. **

To find: - Probability of tossing tails exactly two times.

There are eight possible combinations:-

HHH, THH, HTH, HHT, THT, TTH, HTT, TTT

In above example, TTH, HTT, and THT are the three combinations of tossing heads exactly two times.

1) Getting a head, or

2) Getting a tail

And the percentage of both is 50 %. Therefore the probability of getting a head is 50 % or ½. Similarly the probability of getting a tail is 50 % or ½. There can be different cases where coin can be flipped two times, three times etc.

There are some examples which are shown below for the same:-

To find: - Probability of tossing heads exactly two times.

There are eight possible combinations:-

HHH, THH, HTH, HHT, THT, TTH, HTT, TTT

In above example, THH, HHT, and HTH are the three combinations of tossing heads exactly two times.

Hence the Probability of tossing heads exactly two times: - 3/8.

To find: - Probability of tossing tails exactly two times.

There are eight possible combinations:-

HHH, THH, HTH, HHT, THT, TTH, HTT, TTT

In above example, TTH, HTT, and THT are the three combinations of tossing heads exactly two times.