A regular, i.e., six-faced and balanced, die will be rolled twice. Let the random variable X be equal to the result of subtracting the number obtained on the second roll from the number obtained on the first roll. Find P open parentheses X less or equal than 3 close parentheses .
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The expected value of X = Ʃ(X.P(X)) = 0What is statistics and its types?
- In Maths, Statistics is a method of interpreting, analysing and summarising the data.
- Hence, the types of statistics are categorised based on these features: Descriptive and inferential statistics.
- Based on the representation of data such as using pie charts, bar graphs, or tables, we analyse and interpret it.
X P(X) X.P(X)-5 1/36 = 0.0278 -0.1389-4 2/36 = 0.0556 -0.2222-3 3/36 = 0.0833 -0.2500-2 4/36 = 0.1111 -0.2222-1 5/36 = 0.1389 -0.13890 6/36 = 0.1667 0.00001 5/36 = 0.1389 0.13892 4/36 = 0.1111 0.22223 3/36 = 0.0833 0.25004 2/36 = 0.0556 0.22225 1/36 = 0.0278 0.1389Total 1 0The expected value of X = Ʃ(X.P(X)) = 0Learn more about statisticsbrainly.in/question/15283946#SPJ4The complete question is –A regular, i.e., six-faced and balanced, die will be rolled twice. Let the random variable X be equal to the result of subtracting the number obtained on the second roll from the number obtained on the first roll. Find the expected value of X.