EXCEL CHART:XP(X)00.90392110.09223720.00376537.68E-0547.84E-0753.2E-09Question is in the picture. **Probability Distributions and Calculations in Statistics****6. Probability Distribution and Calculator Use***Sometimes a probability distribution that is not binomial is given (chart of x and p(x)) and you’re required to determine the mean and standard deviation using the calculator.***a. What calculator keystrokes are required? Be specific.**To determine the mean and standard deviation for a given probability distribution using a calculator, follow these steps:1. **Entering Data:** - Press the `STAT` button. - Select `1: Edit` and enter your data into lists (L1 and L2). - Input the values of \( x \) into L1. - Input the corresponding probabilities \( p(x) \) into L2.2. **Calculating Mean and Standard Deviation:** - Press the `STAT` button again. - Use the arrow keys to highlight `CALC`. - Select `1: 1-Var Stats`. - Enter `L1, L2` (indicating that L1 contains \( x \) values and L2 contains \( p(x) \) values). - Press `ENTER` to calculate.The calculator will display the mean (denoted as \( \overline{x} \)) and the standard deviation (denoted as \( \sigma \) or \( s \)) among other statistics.**b. How does the resulting \( n \) confirm that you have not missed a step?**The resulting \( n \) represents the total number of probabilities inputted. It confirms that you haven't missed a step if the sum of the probabilities \( \sum p(x) \) equals 1 (or very close to 1, allowing for rounding errors). This is because the total probability for any distribution must sum to 1. If \( n \) does not make logical sense or the sum of probabilities does not equal 1, recheck your data entries for accuracy.**7. Sample Size and Probability in Statistics***Suppose another scenario only provides the sample size (n) and probability of success (p). Which equations are used to determine the mean and standard deviation for this situation? Be specific.*For a binomial distribution, when given the sample size \( n \) and the probability of success \( p \), the formulas to determine the mean and standard deviation are as follows:- **Mean \( \mu \):** \[

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6. Sometimes a probability distribution that is not binomial is given (chart of x and p(x)) and you're required to determine the mean and standard deviation using the calculator. a. What calculator keystrokes are required? Be specific. b. How does the resulting n confirm that you have not missed a step?

6. Sometimes a probability distribution that is not binomial is given (chart of x and p(x)) and you're required to determine the mean and standard deviation using the calculator. a. What calculator keystrokes are required? Be specific. b. How does the resulting n confirm that you have not missed a step?

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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