Possible outcomes

When we talk about the possible outcomes it is the part of the probability (also read on Binomial Probability Distribution) that means how many ways for an event of occurrence. It is defined in the term as if there is an experiment or collection of experiment then there will be many possibilities for occurrence of different types of outcomes that are defined through the probability .This can be explained through the examples as :
Example (1) : If we toss a coin then there will be maximum two possibilities of occurrence of events that are head and tail .
Example (2) : If talk about rolling a dice then there will be possible six outcomes that are occur.
Example (3) : If We draw a card from a deck of cards as well as draw three cards form deck of cards .
Example (4) : If a bag having the different colored marble balls then there are various possible outcomes of drawing a marble .
So these above are some examples of events (also read on combined events probability) that have some different kind of outcomes at different time.
We can elaborate these examples as if talk about rolling a dice then there will be six possible outcomes that are 1 , 2 , 3 , 4 , 5 and 6 and as we define that a coin have two faces so there will be maximum two outcomes when toss it .
As well as In a regular deck of cards there will be 52 cards then if choose a card from the deck of card then there will be 52 possible outcomes and each time they choose card will be different.
If we talk about the example of rolling a dice of two colors as red and green then there will be 36 possible outcomes for that experiment.


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Possible combinations

Probability (also read about Permutation and Combination) is a concept of mathematics which works based on the logical ability. It means that probability is a concept which is used to estimate the outcome of several numbers of procedures. Suppose there is a work which is done by any person again and again, then the question is how to we calculate the outcome of the work. At that time we use the concept of probability. In the mathematical definition we can say that if an event can occur in n ways and a particular result can occur in m ways, then the probability of the particular result occurring is m / n. Play probability of compound events worksheet
Suppose there is a boy, who tossing a coin then there is a two possible outcome. These possible outcomes are Head and tails. In the same aspect we can say that there is a die which is thrown by somebody then there is a six possible outcome which is one, two, three, four, five and six.
Suppose in the case there is a boy who throws the two dies together at a time. Then the possible outcome will be thirty six. It means that there are thirty six possible outcomes form throwing the two dies together. The collections of all estimation of these possible outcomes are known as possible combination. Possible combinations are the collection of total number of possible outcome which defines that what will be the outcome form the event. It means that an event generate the outcome form the available list of possible outcome. Now we show you the some of the example that helps in understanding the concept of possible combinations:
Example: Suppose in the game of playing card, a card is picked up from the pack of card. Now we need to find what will be the possible combination of the outcomes for the red card by applying possible combinations formula?
Solution: As we know that there are only thirteen red cards are available in the pack of playing cards from one to king. Then the possible combination of picking a red card is only thirteen cards. So we can say that the possible combination for a particular game event is thirteen. In the next session we are going to discuss Grade IV, Bar or line graphs.

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