Mr. Thompson is selling tickets for a fundraiser. Each ticket costs $15. He hopes to raise $150.
a. What is a reasonable domain for this situation: Response area
b. What is a reasonable range for this situation: Response area
a. A reasonable domain for this situation would be the number of tickets that Mr. Thompson can sell. Since he hopes to raise $150, the maximum number of tickets he can sell is $150 divided by $15, which is 10 tickets. Therefore, a reasonable domain for this situation would be the set of whole numbers from 0 to 10.
b. A reasonable range for this situation would be the amount of money Mr. Thompson can raise. Since each ticket costs $15, the maximum amount of money he can raise is $15 multiplied by the maximum number of tickets he can sell, which is $15 multiplied by 10 tickets, equal to $150. Therefore, a reasonable range for this situation would be the set of whole numbers from 0 to $150.
a. The reasonable domain for this situation would be the number of tickets Mr. Thompson can sell. It could be any non-negative integer representing the quantity of tickets. We can denote the domain as D = {0, 1, 2, 3, ...}.
b. The reasonable range for this situation would be the total amount of money Mr. Thompson can raise. Since each ticket costs $15, the possible range of money raised could be any multiple of $15. We can denote the range as R = {0, 15, 30, 45, ...}.
a. The reasonable domain for this situation would be the number of tickets Mr. Thompson can sell for the fundraiser. The domain would be a set of whole numbers greater than or equal to zero since he can sell any number of tickets from zero to an unlimited number.
b. The reasonable range for this situation would be the total amount of money Mr. Thompson can raise from selling the tickets. The range would be a set of whole numbers greater than or equal to zero, as the total amount raised can range from zero to an unlimited amount depending on the number of tickets sold.