A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and... So for example, if convert a data point to a z - score using the mean and standard deviation ( The formula is z=(x-mean)/standard deviation, by the way), and I look up the probability of that z-score, and say it is .25. Then it is the 25th percentile.

A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and... A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and

Question:5.You are given the following frequency distribution for the number of errors 10 students made in a test ErrorsFrequency 0-214 3-513 6-811 9-118 12-149 Find: a. mean b. variance c. standard deviation. how to get to point lookout A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and

Question:5.You are given the following frequency distribution for the number of errors 10 students made in a test ErrorsFrequency 0-214 3-513 6-811 9-118 12-149 Find: a. mean b. variance c. standard deviation. how to find an underground spring on your property A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and

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## How To Find Mean When Given Standard Deviation

A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and

- So for example, if convert a data point to a z - score using the mean and standard deviation ( The formula is z=(x-mean)/standard deviation, by the way), and I look up the probability of that z-score, and say it is .25. Then it is the 25th percentile.
- A Single dice is throw 450 times and find the standard deviation and mean for the probability of getting 5. From the above problem No.of Sample N=450 and probability of getting 5 is 1/6 Now appy N and P in above equation to find Standard Deviation and mean, SD=√n x p x (1-p) SD=√450 x 1/6 x (1-1/6) SD=7.9057 Mean = n x p Mean = 450 x 1/6 Mean = 75 Hence the required Standard Deviation and
- Question:5.You are given the following frequency distribution for the number of errors 10 students made in a test ErrorsFrequency 0-214 3-513 6-811 9-118 12-149 Find: a. mean b. variance c. standard deviation.
- Question:5.You are given the following frequency distribution for the number of errors 10 students made in a test ErrorsFrequency 0-214 3-513 6-811 9-118 12-149 Find: a. mean b. variance c. standard deviation.