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a. Complete the table. TV Stereo Total Factory X 32 33 Factory Y 37 10 Factory Z 11 18 Total

a. Complete the table. TV Stereo Total Factory X 32 33 Factory Y 37 10 Factory Z 11 18 Total

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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### Table Completion and Probability Calculation #### a. Complete the Table The table displays the number of TVs and Stereos manufactured by three different factories: X, Y, and Z. | | TV | Stereo | Total | |--------------|----|--------|-------| | **Factory X** | 32 | 33 | | | **Factory Y** | 37 | 10 | | | **Factory Z** | 11 | 18 | | | **Total** | | | | You need to fill in the table to provide the totals for each category and the overall total. #### b. Probability Calculation **Problem Statement:** If one item is selected at random, find the probability that it was manufactured at Factory X given that the product was a Stereo. - **Let A =** (Select Factory) - **Let B =** (Select Product) - **Write Answer as a Fraction (Not Simplified):** ___ - **Write Answer as a Percent Rounded to Two Decimal Places:** ___ % **Question Components:** - **Probability Equation:** P(Select an answer) - **Likelihood:** Is this likely or unlikely to happen? (Select an answer) - **Explanation Requirement:** Explain the reason for the correct answer above. (Select an answer) **Instructions:** Fill in the placeholders with the appropriate data and calculations to complete the task.
Transcribed Image Text:### Table Completion and Probability Calculation #### a. Complete the Table The table displays the number of TVs and Stereos manufactured by three different factories: X, Y, and Z. | | TV | Stereo | Total | |--------------|----|--------|-------| | **Factory X** | 32 | 33 | | | **Factory Y** | 37 | 10 | | | **Factory Z** | 11 | 18 | | | **Total** | | | | You need to fill in the table to provide the totals for each category and the overall total. #### b. Probability Calculation **Problem Statement:** If one item is selected at random, find the probability that it was manufactured at Factory X given that the product was a Stereo. - **Let A =** (Select Factory) - **Let B =** (Select Product) - **Write Answer as a Fraction (Not Simplified):** ___ - **Write Answer as a Percent Rounded to Two Decimal Places:** ___ % **Question Components:** - **Probability Equation:** P(Select an answer) - **Likelihood:** Is this likely or unlikely to happen? (Select an answer) - **Explanation Requirement:** Explain the reason for the correct answer above. (Select an answer) **Instructions:** Fill in the placeholders with the appropriate data and calculations to complete the task.
**Manufacturing Factory Output and Probability Analysis** A manufacturing company has three factories labeled X, Y, and Z. The daily output for each factory is shown in the table below: | Factory | TV | Stereo | |----------|----|--------| | Factory X | 32 | 33 | | Factory Y | 37 | 10 | | Factory Z | 11 | 18 | **a. Complete the Table** The table needs totals to be completed as follows: | Factory | TV | Stereo | Total | |----------|----|--------|--------| | Factory X | 32 | 33 | | | Factory Y | 37 | 10 | | | Factory Z | 11 | 18 | | | Total | | | | **b. Probability Calculation** Determine the probability that a randomly selected item was manufactured at Factory X, given that the product was a Stereo. - **Let A** be the event that the item was manufactured at a specific factory. - **Let B** be the event that the product is a Stereo. Fill in the selections for A (Factory) and B (Product) using dropdown options. - **Write your answer as a Fraction (Not Simplified)** - **Convert your answer to a Percentage rounded to two decimal places** To calculate: \[ P(\text{Select an answer}) = \frac{\text{Numerator}}{\text{Denominator}} = \text{Percentage} \% \] Use this analysis to understand the distribution of products across different factories and to calculate related probabilities based on specific product criteria.
Transcribed Image Text:**Manufacturing Factory Output and Probability Analysis** A manufacturing company has three factories labeled X, Y, and Z. The daily output for each factory is shown in the table below: | Factory | TV | Stereo | |----------|----|--------| | Factory X | 32 | 33 | | Factory Y | 37 | 10 | | Factory Z | 11 | 18 | **a. Complete the Table** The table needs totals to be completed as follows: | Factory | TV | Stereo | Total | |----------|----|--------|--------| | Factory X | 32 | 33 | | | Factory Y | 37 | 10 | | | Factory Z | 11 | 18 | | | Total | | | | **b. Probability Calculation** Determine the probability that a randomly selected item was manufactured at Factory X, given that the product was a Stereo. - **Let A** be the event that the item was manufactured at a specific factory. - **Let B** be the event that the product is a Stereo. Fill in the selections for A (Factory) and B (Product) using dropdown options. - **Write your answer as a Fraction (Not Simplified)** - **Convert your answer to a Percentage rounded to two decimal places** To calculate: \[ P(\text{Select an answer}) = \frac{\text{Numerator}}{\text{Denominator}} = \text{Percentage} \% \] Use this analysis to understand the distribution of products across different factories and to calculate related probabilities based on specific product criteria.
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