theatre sold the students tickets for Rs Rs3.25 and full price ticket Rs 5. on saturday 16 more fullprice ticket sold than student ticket .the total sales on that day was Rs 740. How many tickets sold ineach.

3.25s + 5.00(s+16) = 740

s = 80

so, 80 student tickets, 96 adult tickets

To solve this problem, we can set up a system of equations. Let's represent the number of student tickets sold as "x" and the number of full-price tickets sold as "y".

According to the given information, the price of a student ticket is Rs 3.25, and the price of a full-price ticket is Rs 5. The equation representing the total sales is:

3.25x + 5y = 740 ----(1)

We are also given that 16 more full-price tickets were sold than student tickets. So the equation representing this information is:

y = x + 16 ----(2)

Now we have a system of two equations. We can substitute equation (2) into equation (1) to eliminate one variable and solve for the other. Substituting y = x + 16 into equation (1), we get:

3.25x + 5(x + 16) = 740
3.25x + 5x + 80 = 740
8.25x + 80 = 740
8.25x = 660
x = 660/8.25
x = 80

So, the number of student tickets sold is 80. To find the number of full-price tickets sold, we can substitute this value of x into equation (2):

y = x + 16
y = 80 + 16
y = 96

Therefore, the number of full-price tickets sold is 96.
To summarize:

- The number of student tickets sold is 80.
- The number of full-price tickets sold is 96.

the price of a movie ticket increased from $8 to $8.65 the movie theatre sold 247 tickets at the higher price with the price increase how much more did the theatre earn on the tickets?

A movie Theater sold the student tickets per RS 3.25 and full price tickets per RS 5 on Saturday,The theater sold 16 more full-price tickets than student tickets if the total sales on Saturday were 740 how many tickets of each kind were sold?