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How many different ways are possible to answer an exam with 8 multiple-choice questions containing 4 answer options, and 7 true-false questions?

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Final answer:

There are 8,388,608 different ways to answer the exam.

Step-by-step explanation:

To determine the number of different ways to answer the exam, we need to calculate the number of options for each question and then multiply them together. For the multiple-choice questions, there are 4 answer options for each question, so there are 4^8 possible ways to answer them.

For the true-false questions, there are 2 options for each question, so there are 2^7 possible ways to answer them. Therefore, the total number of different ways to answer the exam is 4^8 * 2^7 = 65,536 * 128 = 8,388,608. There are 8,388,608 different ways to answer the exam.

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