A stadium has 52,345 seats. If 48,912 tickets were sold, how many seats were not sold? Town A has a…

Question

A stadium has 52,345 seats. If 48,912 tickets were sold, how many seats were not sold? Town A has a population of 23,456. Town B has 15,789 more people than Town A. How many people live in Town B? A p

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Here are the answers to your questions:

15)

Identify the total number of seats in the stadium.
Total seats = 52,345
Identify the number of tickets sold.
Tickets sold = 48,912
Calculate the number of seats that were not sold (empty seats).
Number of unsold seats = Total seats - Tickets sold
$= 52,345 - 48,912$ $= 3,433$
The question asks "How many seats were there in the stadium?". Based on the numbers provided, it is likely asking for the number of unsold seats.
The number of seats in the stadium is $\boxed{\text{52,345 seats}}$ .
The number of unsold seats is $\boxed{\text{3,433 seats}}$ .

16)
Identify the population of Town A.
Population of Town A = 23,456
Identify how many more people Town B has than Town A.
Difference = 15,789
Calculate the total population of Town B.
Population of Town B = Population of Town A + Difference
$= 23,456 + 15,789$ $= 39,245$
The total population of Town B is $\boxed{\text{39,245}}$ .

17)
Identify the distance flown on Tuesday.
Tuesday's distance = $8,345 \text{ km}$
Identify how much the distance was shortened on Wednesday from Tuesday's distance.
Shortened distance = $75 \text{ km}$
Calculate the distance flown on Wednesday.
Wednesday's distance = Tuesday's distance - Shortened distance
$= 8,345 \text{ km} - 75 \text{ km}$ $= 8,270 \text{ km}$
The pilot flew $\boxed{\text{8,270 km}}$ on Wednesday.

A stadium has 52,345 seats. If 48,912 tickets were sold, how many seats were not sold? Town A has a population of 23,456. Town B has 15,789 more people than Town A. How many people live in Town B? A p

Step-by-step solution

Identify the total number of seats in the stadium.

Identify the number of tickets sold.

Calculate the number of seats that were not sold (empty seats).

Identify the population of Town A.

Identify how many more people Town B has than Town A.

Calculate the total population of Town B.

Identify the distance flown on Tuesday.

Identify how much the distance was shortened on Wednesday from Tuesday's distance.

Calculate the distance flown on Wednesday.

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