QUESTION IMAGE
Question
the two - way frequency table shows the number of toys sold in one day in three countries for different types of stores. how many toys were sold through catalogs? how many toys were sold in country a?
toy sales
| toy chain store | department store | catalog | online | total | |
|---|---|---|---|---|---|
| country b | 5,108 | 2,043 | 516 | 173 | 7,840 |
| country c | 4,303 | 2,224 | 241 | 0 | 6,768 |
| total | 15,919 | 5,200 | 2,639 | 495 | 24,253 |
the number of toys sold through catalogs was \square.
...
Step1: Identify catalog sales for each country
We need to sum the number of toys sold through catalogs in each country (Country A, Country B, Country C). From the table, the catalog sales are: Country A: 1,882; Country B: 516; Country C: 241.
Step2: Sum the catalog sales
To find the total number of toys sold through catalogs, we add these three values: \(1,882 + 516 + 241\).
First, add 1,882 and 516: \(1,882 + 516 = 2,398\).
Then, add the result to 241: \(2,398 + 241 = 2,639\). Wait, but looking at the "Total" row for Catalog, it's already given as 2,639. Alternatively, we can check the "Total" column for the Catalog row. The table has a "Total" row for each store type. For Catalog, the total is the sum of Country A, B, C. Let's verify: Country A (Catalog): 1,882; Country B (Catalog): 516; Country C (Catalog): 241. Sum: \(1882 + 516 = 2398\); \(2398 + 241 = 2639\).
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2639