therefore, it means that the average number The mean is equal to of cellular phones of sold per day is To find the variance complete the table below: P(x) x: P(x) - P(x) 15 0.30 4.5 18 0.20 3.6 19 0.20 3.8 20 0.15 22 0.15 3.3 Therefore, the variance of a probability distribution is equal to the standard deviation is equal to while

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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The mean is equal to
of cellular phones of sold per day is
therefore, it means that the average number
To find the variance complete the table below:
P(x)
x P(x)
x2 . P(x)
15
0.30
4.5
18
0.20
3.6
19
0.20
3.8
20
0.15
3
22
0.15
3.3
Ex- P(<) =
- Σω-σ,
Therefore, the variance of a probability distribution is equal to
the standard deviation is equal to
while
Transcribed Image Text:The mean is equal to of cellular phones of sold per day is therefore, it means that the average number To find the variance complete the table below: P(x) x P(x) x2 . P(x) 15 0.30 4.5 18 0.20 3.6 19 0.20 3.8 20 0.15 3 22 0.15 3.3 Ex- P(<) = - Σω-σ, Therefore, the variance of a probability distribution is equal to the standard deviation is equal to while
Practice Activity 1
The number of cellular phones sold per day at the E-Cell Retail Store with the
corresponding probabilities is shown in the table below. Compute the mean,
variance, and standard deviation and interpret the result.
Number of cellphones sold
per day in a retail store (x)
15
18
19
20
22
Probability (P(x)
0.20
0.30
0.20
0.15
0.15
Solution:
Complete the statement:
H => Ix P(x)] = 15(0,30) + 18(0.20) + 19(0.20) + 20(0.15) + 22(0.15) =
Transcribed Image Text:Practice Activity 1 The number of cellular phones sold per day at the E-Cell Retail Store with the corresponding probabilities is shown in the table below. Compute the mean, variance, and standard deviation and interpret the result. Number of cellphones sold per day in a retail store (x) 15 18 19 20 22 Probability (P(x) 0.20 0.30 0.20 0.15 0.15 Solution: Complete the statement: H => Ix P(x)] = 15(0,30) + 18(0.20) + 19(0.20) + 20(0.15) + 22(0.15) =
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