The Jackson Jammers are giving away bags and caps at their next game. The bags, b , cost them $10 each, and the caps, c , cost them $5 each. They plan to give away 2,000 total items and have a budget of $12,500. Write the pair of linear equations that model this situation.(1 point) Responses b+c=12,500; 10b+5c=2,000 b plus c equals 12,500 ; 10 b plus 5 c equals 2,000 b+c=12,500; 5b+10c=2,000 b plus c equals 12,500 ; 5 b plus 10 c equals 2,000 b+c=2,000; 5b+10c=12,500 b plus c equals 2,000 ; 10 b plus 10 c equals 12,500 b+c=2,000; 10b+5c=12,500

b+c=2000; 10b+5c=12500

The correct pair of linear equations that models this situation is:

b + c = 2000 (equation 1) - This equation represents the total number of items given away, which is 2000.

10b + 5c = 12500 (equation 2) - This equation represents the total cost of the items given away, which is $12500.

Explanation on how to get the answer:

To form the first equation, you need to consider the total number of items given away, which is 2000. Since the Jackson Jammers are giving away bags (b) and caps (c), the sum of the number of bags and caps given away should be equal to 2000, which leads to the equation b + c = 2000.

To form the second equation, you need to consider the total cost of the items given away, which is $12500. Since each bag costs $10 and each cap costs $5, the total cost can be calculated by multiplying the number of bags (b) by $10 and the number of caps (c) by $5. This gives the equation 10b + 5c = 12500.

b + c = 2000;

10b + 5c = 12500.