Question

Daniel's store sells football jerseys with the logos of each of the five local junior high teams. Daniel has 6000 football jerseys in stock, divided among the five schools as shown.

Answer 1

Daniel has accurately distributed the 6000 football jerseys among the five local junior high schools, with specific quantities allocated based on the given percentages for each school.

Daniel's store has a total of 6000 football jerseys in stock, distributed among five local junior high schools. The numbers provided indicate the percentage of jerseys for each school. To calculate the actual number of jerseys for each school, you can multiply the given percentage by the total number of jerseys (6000).

Here's the completed table:

| School | Percentage | Number of Jerseys |

|------------------------|------------|-------------------|

| Douglass Junior High | 30% | 30% of 6000 = 1800|

| Lincoln Junior High | 25% | 25% of 6000 = 1500|

| Taft Junior High | 20% | 20% of 6000 = 1200|

| Carver Junior High | 15% | 15% of 6000 = 900 |

| Ross Junior High | 10% | 10% of 6000 = 600 |

Summing up these values, you'll see that the total number of jerseys matches the initial stock of 6000, confirming the accuracy of the distribution. Daniel has 1800 jerseys for Douglass Junior High, 1500 for Lincoln Junior High, 1200 for Taft Junior High, 900 for Carver Junior High, and 600 for Ross Junior High.

Answer 2

1200 jerseys each

Explanation:

Step one:

we are told that the total available jerseys are 6000

this number of jerseys is to be divided among 5 schools.

hence we want to solve for the number of jerseys each school will collect from the store.

Step two:

A way to go about this is to divide the total available jerseys at the store, by the number of schools

that is 6000/5= 1200

This shows that each of the schools will collect 1200 jerseys from the store.