Probability Problems 3 -Throwing a Die

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Out of many probability problems here we are going to learn a die problem in probability. Die problem in probability is very common.
in this problem we have thrown a die 1000 times and get different events in probability 1, 2, 3, 4, 5, 6.
I hope you will understand this problem of probability to throw problem.


In previous video lesson of Probability, we learned to find the probabilities when we tossed the two coins simultaneously.
Now in this video lesson of probability we are going to find the probabilities of a Die.
A die is a cube like structure having 6 identical faces you might have seen it. You can see on the picture below. We generally use this to play board games like "Ludo".
In this question we had thrown the die 1000 time and get the result as follows:
Out Come 1 2 3 4 5 6
Frequency 179 150 157 149 175 190

So, how to find probabilities for all these events? Let's study in our video lesson of probability!
Steps to find the probability
1. Use the formula in each case,
Probability of Outcome X = Total Trials in which X come / Total number of trials (1000 according to question).
2. In the place of X you replace it, one by one with digits 1, 2, 3, 4, 5 or 6. You will get all the probabilities that is asked by question.
I hope you understand how to solve the problem and able to solve these types of problem too.
But keep in mind one thing :
Sum of all probability = 1
i.e. P = P(1) + P(2) + P(3) + P (4) + P (5) + P (6) = 1