Final answer:
The combined revenue for both movies is $252,200,000. This total in scientific notation is $2.522 × 10^8. The movie industry generates revenue from various channels, recouping high production costs.
Step-by-step explanation:
To calculate the combined revenue for both movies, you would add the two revenue amounts together. The first movie's revenue is $247,000,000, and the second movie's revenue is $5,200,000. Add these two amounts to get a total revenue of $252,200,000. To express this sum in scientific notation, we find a number between 1 and 10 and multiply it by a power of 10. We do this by moving the decimal point 8 places to the left since the revenue is in the hundreds of millions. Therefore, $252,200,000 in scientific notation is $2.522 × 10^8.
Movies are often costly ventures, where production, advertising, and distribution expenses can exceed $100 million. These costs are typically recouped through various revenue streams such as domestic and international box office sales, DVD sales and rentals, TV broadcast rights, video on demand, and streaming services like Netflix. Product placement within films can also contribute to the financial return.