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Use the already filled slots in the table to calculate the values in other slots. Remember that the last row and column represents the totals.
Gender | |||
---|---|---|---|
Car Model | Male | Female | Total |
2-door | 81 | 44 | 125 |
4-door | 20 | 36 | 75 |
Total | 120 | 80 | 200 |
We know that a company surveyed 200 and asked which car model they preferred. To complete the two-way frequency table showing the results of the survey, we need to recognize that the last row and the last column show totals.
Gender | |||
---|---|---|---|
Car Model | Male | Female | Total |
2-door | 81 | ||
4-door | 36 | 75 | |
Total | 120 | 200 |
Male For 4-door Model:& 75- 36= 20 Female Total:& 200- 120= 80 Let's write the given and the newly obtained information in our table.
Gender | |||
---|---|---|---|
Car Model | Male | Female | Total |
2-door | 81 | ||
4-door | 20 | 36 | 75 |
Total | 120 | 80 | 200 |
To complete the table, notice that of the 80 females surveyed, 36 prefer the 4-door model. Also, of the 200 people surveyed, 75 prefer the 4-door model. With this information, we can find the number of females who prefer the 2-door model and the number of total people who prefer the 2-door model. Female For 2-door Model:& 80- 36=44 Total For 2-door Model:& 200- 75=125 With this information, we can finally complete our table!
Gender | |||
---|---|---|---|
Car Model | Male | Female | Total |
2-door | 81 | 44 | 125 |
4-door | 20 | 36 | 75 |
Total | 120 | 80 | 200 |