Many people are afraid to lose their way when the feasibility starts on the lighthouse. To identify the way of such a complex algorithm, a map needs to be needed. And in the case of feasibility this map is its sources! It is necessary to identify the path through the application of this formula. That is why my little rayid's effort to uncover the hidden mystery of probability!
We tossed a coin in some empty space. Now, the coins can read in two ways. Either it will be Heads, otherwise Tails. What is the probability of being? The question that is needed to cross the maze of the question! A pretty simple formula.
Probability, or Probability = Required Outcome / Total Outcome
This can be read in two ways, that means Total Outcome is 2. Now if we want to find out the possibility of reading Heads, then Heads will be a necessity because it is 1, and the probability will be 1/2! Not very fun!
Let's say another story. Ludu's story. There is no one who has not played Ludu in his childhood. Loodoo is a six figure game, but it is also possible!
Like a previous story, a sixfold, six probability of reading will be 1/6 like the previous formula! But what if two shots were made together? How to find out the possibility of six in both of them?
The matter became more interesting then. In this case can be easily answered by counting two probabilities!
In this case, 1/6 * 1/6 = 1/36 are the simple answers to the difficult probability!
The strange question of strange question matched in that magic!
Now let's get a little complicated. Raiyid boy from Dhaka to Chittagong. Now he will have to go to Comilla on the way to go. From Dhaka to Comilla bus, you can go to the train. From Comilla to Chittagong, you can also go to the bus or train. Now, how many roads can go from Dhaka to Chittagong?
The answer is easy to hear but it is easy to hear. Four Look at the head or not!
Let's go a little harder. In a box, fifteen balls of three types. Five red, five blue, five yellow Now, if two eyes are closed after two eyes, then the possibility of red ball coming twice?
The answer to this question is straightforward. Do you remember the chakkar ring? Two possibilities to count? We have to do this here too. But the difference is that, the first probability here is 5/15, the next will be 4/14 This is because, if you take a red ball in the first place, then the remaining 14 balls, of which 4 red!
If it is said in such a situation, the red ball for the first time, the yellow ball on the second and the probability of the blue ball coming at the end?
When you're worried? I feel tired but! This is more straightforward. You have to make that count, but try a bit by yourself and try again! If you can not have this video!
Let's finish with a very strange story of Chhakkara.
Got it, you grab a six. Immediately, Rayad also gave another six Now, what is the probability of getting the number of your number and the number of raiyats available to be 7?
