Certainly! Let’s break down this problem step-by-step:
1. Tickets Sold in the First Year:
- The play sold 17,520 tickets in the first year.
2. Tickets Sold in the Second Year:
- The play sold 7,453 tickets in the second year.
3. Tickets Sold in the Third Year:
- It’s given that the play sold 2,423 tickets less in the third year compared to the second year.
- To find the number of tickets sold in the third year, subtract 2,423 from the number of tickets sold in the second year:
\(\[
\text{Tickets\_year\_3} = 7453 - 2423 = 5030
\]\)
4. Total Tickets Sold in Three Years:
- To find the total number of tickets sold over the three years, sum up the tickets sold each year:
\(\[
\text{Total\_tickets\_sold} = 17520 + 7453 + 5030
\]\)
- Adding these together gives us:
\(\[
17520 + 7453 = 24973
\]\)
\(\[
24973 + 5030 = 30003
\]\)
So, the total number of tickets sold over the three years is 30,003.
Therefore, the number of tickets sold in the third year is 5,030 and the total tickets sold over the three years is 30,003.
