For a large group of students, the boston ballet charges a flat rate of 50.00, plus 15.00 per ticket. How much would a school need to take 25 students to see the nutcracker? Use the equation with two variables to solve the problem
Let's say the number of tickets needed to take 25 students to see the Nutcracker is x.
According to the given information, the Boston Ballet charges a flat rate of $50.00, plus $15.00 per ticket.
So, the total cost would be: 50 + 15x.
Since we need to find the total cost for taking 25 students to see the Nutcracker, we can substitute x with 25 in the equation.
Total cost = 50 + 15(25)
Total cost = 50 + 375
Total cost = $<<50+375=425>>425.
Therefore, the school would need to pay $425 to take 25 students to see the Nutcracker.
To solve this problem using an equation with two variables, let's assign variables to the unknown values in the problem. Let:
- x be the number of tickets
- y be the total cost
Given that the Boston Ballet charges a flat rate of $50.00, plus $15.00 per ticket, we can establish the equation:
y = 50 + 15x
We want to find out how much it would cost to take 25 students to see The Nutcracker. Therefore, we need to substitute x with 25 in the equation:
y = 50 + 15(25)
Now, let's evaluate the equation:
y = 50 + 375
y = 425
The total cost to take 25 students to see The Nutcracker would be $425.
To solve this problem using an equation with two variables, let's assign variables to the unknown quantities. Let's say the number of tickets needed is represented by "x", and the total cost is represented by "C".
According to the given information, the ballet charges a flat rate of $50.00 and an additional $15.00 per ticket. We can express this as an equation:
C = 50 + 15x
We know that the number of students is 25, so we substitute "x" with 25 in the equation:
C = 50 + 15(25)
Now we can solve this equation to find the total cost:
C = 50 + 375
C = 425
Therefore, the school would need $425 to take 25 students to see the Nutcracker.