A sports center has 5 halls.
If the average number of seats in each hall is 30, then how many seats are there in total in the center?
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A sports center has 5 halls.
If the average number of seats in each hall is 30, then how many seats are there in total in the center?
To solve this problem, we'll begin by applying the steps outlined previously.
Calculate the result:
Therefore, the total number of seats in the sports center is .
Calculate the average of \( 10 \) and \( 12 \).
The average tells you how many seats are in each hall on average. To find the total, you need to add up all 5 halls, which is the same as multiplying:
That's okay! An average means some halls might have more than 30 seats and others might have fewer. The total is still seats.
Think logically: if each hall has about 30 seats and there are 5 halls, you should get around seats total. Much smaller or larger numbers are probably wrong!
No difference! Average and mean are the same thing. Both tell you the typical value when you add everything up and divide by the count.
The formula is: Total = Average × Number of Items
In this problem:
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