2. Use the binomial table and graph for n =5, p== 0.50 to answer the following:What is the shape of the binomial distribution when p = 0.50?a.b. Use the Excel table and your TI-84 to find the mean and standard deviation of this binomialprobability distribution. (Enter the probability column without rounding)Mean =Standard Deviation =C. Now use the binomial formulas below to find the mean and standard deviation whenn=5 andp= 0.50.Mean = µ =n · pStandard Deviation =o = npqd. What do you notice about your solutions to parts b and c?D. Focus DG"X""P(X)"3.2E-09RUKIA n=5 and p-0.0210.0922376.0.003765Chart Area37.68E-0547.84E-0743.2E-093.2112132314"P(X)" "P(X)"15161718192021222324

a. What is the shape of the binomial distribution when p = 0.50? b. Use the Excel table and your TI-84 to find the mean and standard deviation c probability distribution. (Enter the probability column without rounding) Mean %3D

a. What is the shape of the binomial distribution when p = 0.50? b. Use the Excel table and your TI-84 to find the mean and standard deviation c probability distribution. (Enter the probability column without rounding) Mean %3D

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Concept explainers

Estimation

A new framework of data analysis where the new statistical methods are used for interpreting the results and analyzing the data is known as estimation in statistics.

Question

2. Use the binomial table and graph for n =
5, p=
= 0.50 to answer the following:
What is the shape of the binomial distribution when p = 0.50?
a.
b. Use the Excel table and your TI-84 to find the mean and standard deviation of this binomial
probability distribution. (Enter the probability column without rounding)
Mean =
Standard Deviation =
C. Now use the binomial formulas below to find the mean and standard deviation whenn=5 and
p= 0.50.
Mean = µ =n · p
Standard Deviation =o = npq
d. What do you notice about your solutions to parts b and c?
D. Focus

D
G
"X"
"P(X)"
3.2E-09
RUKIA n=5 and p-0.02
1
0.092237
6.
0.003765
Chart Area
3
7.68E-05
4
7.84E-07
4
3.2E-09
3.
2
1
12
13
2
3
14
"P(X)" "P(X)"
15
16
17
18
19
20
21
22
23
24

Expert Solution

Given

p = 0.5

n = 5

The shape of the distribution is normally distributed.

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