In: Statistics and Probability
Wives' | |||
Count of Appraisal Survey | Column Labels | ||
Row Labels | N | Y | Grand Total |
High | 5.00% | 10.00% | 15.00% |
Low | 25.00% | 0.00% | 25.00% |
Mid | 5.00% | 55.00% | 60.00% |
Grand Total | 35.00% | 65.00% | 100.00% |
Husbands' | |||
Count of Appraisal Survey | Column Labels | ||
Row Labels | N | Y | Grand Total |
High | 10.00% | 25.00% | 35.00% |
Low | 0.00% | 10.00% | 10.00% |
Mid | 25.00% | 30.00% | 55.00% |
Grand Total | 35.00% | 65.00% | 100.00% |
What is the chance that a wife surveyed on the same day as her busband will give a mid-range score? A low score? |
What is the chance that a husband surveyed on the same day as his wife will give a hight score? What is the chance a wife NOT surveyed on the sam day as her husband will give a mid-range score? A low score? |
What is the chance a husband NOT surveyed on the same day as his wife will give a high score? |
What is the chance that a wife surveyed on the same day as her husband will give a mid-range score? A low score? |
For mid range : The ans is the probability multiplication since
both the events are mutually exclusive. Hence the ans is 55%*30%= 0.165 Same For low range : 0%*10% = 0 |
What is the chance that a husband surveyed on the same day as his wife will give a hight score? Same as above ans now for High ans is 10%*25% = 0.025 What is the chance a wife NOT surveyed on the same day as her husband will give a mid-range score? A low score? Now a not section multiplication 1st for mid range=5%*25% =0.125 Same as for low range=0%*25% =0 |
What is the chance a husband NOT surveyed on the same day as his wife will give a high score? For this we just need to look at the not section's probability of husband's high score = 10% |
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