Question

Compute: 345,123 -10,824 3747299 The animated film Finding Nemo earned $70,251,710 in its first weekend at the box office. It played in 3,374 theaters that weekend. What was the average amount earned

Answer 1

To compute 345,123 - 10,824 + 3,747,299, you add or subtract the numbers from left to right. The average amount earned by Finding Nemo in its first weekend at the box office was $20,830.37.

Step-by-step explanation:

Mathematics: Middle School

To compute the expression 345,123 - 10,824 + 3,747,299, we add or subtract the numbers from left to right:

345,123 - 10,824 = 334,299

334,299 + 3,747,299 = 4,081,598

So, 345,123 - 10,824 + 3,747,299 equals 4,081,598.

Now, to find the average amount earned for the film Finding Nemo, we need to divide the total amount earned by the number of theaters it played in:

Average amount earned = $70,251,710 / 3,374 = $20,830.37 (rounded to the nearest cent)

Therefore, the average amount earned by Finding Nemo in its first weekend at the box office was $20,830.37.