Answered: The movie, Avatar, earned $760 million…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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$**Question:** The movie, Avatar, earned $760 million in American theaters and $2.022 billion in foreign theaters. How much did Avatar earn worldwide in theaters? - **A.** $2.078 billion - **B.** $9.622 billion - **C.** $2.782 billion - **D.** $78.022 billion **Explanation:** To find the worldwide earnings of the movie "Avatar," you need to add the earnings from American theaters to the earnings from foreign theaters: - American earnings: $760 million - Foreign earnings: $2.022 billion First, convert American earnings to billions: \[ \text{American earnings} = \frac{760}{1000} \text{ billion} = 0.76 \text{ billion} \] Then, add the two amounts together: \[ 0.76 \text{ billion} + 2.022 \text{ billion} = 2.782 \text{ billion} \] Therefore, the correct answer is **C. $2.782 billion**.$

Transcribed Image Text:**Question:** The movie, Avatar, earned $760 million in American theaters and $2.022 billion in foreign theaters. How much did Avatar earn worldwide in theaters? - **A.** $2.078 billion - **B.** $9.622 billion - **C.** $2.782 billion - **D.** $78.022 billion **Explanation:** To find the worldwide earnings of the movie "Avatar," you need to add the earnings from American theaters to the earnings from foreign theaters: - American earnings: $760 million - Foreign earnings: $2.022 billion First, convert American earnings to billions: \[ \text{American earnings} = \frac{760}{1000} \text{ billion} = 0.76 \text{ billion} \] Then, add the two amounts together: \[ 0.76 \text{ billion} + 2.022 \text{ billion} = 2.782 \text{ billion} \] Therefore, the correct answer is **C. $2.782 billion**.

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