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Questions and Answers
What is the result of the expression $F(13) * F(25)$?
What is the result of the expression $F(13) * F(25)$?
- 165,580,141
- 144
- 16,893,665 (correct)
- 15,005
If $F(13) * F(25)$ is computed incorrectly, which of the following could be a possible error resulting in 15,005?
If $F(13) * F(25)$ is computed incorrectly, which of the following could be a possible error resulting in 15,005?
- Multiplying $F(13)$ by 1 instead of $F(25)$ (correct)
- Incorrectly adding the Fibonacci numbers
- Confusing the indices leading to a typo
- Using only the last digit of $F(25)$
Which of these options would be close to the magnitude of $F(13) * F(25)$?
Which of these options would be close to the magnitude of $F(13) * F(25)$?
- 165,580,141 (correct)
- 16,000,000
- 500,000
- 1,000,000
Considering the Fibonacci series, which of the following statements about $F(13)$ and $F(25)$ is true?
Considering the Fibonacci series, which of the following statements about $F(13)$ and $F(25)$ is true?
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What is the lowest possible result from $F(13) * F(25)$ if incorrect values are used for both Fibonacci numbers?
What is the lowest possible result from $F(13) * F(25)$ if incorrect values are used for both Fibonacci numbers?
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Study Notes
Fibonacci Sequence Multiplication
- The product of $F(13)$ and $F(25)$ is a significant value within the context of the Fibonacci sequence.
Possible Calculation Error
- An incorrect calculation of $F(13) * F(25)$ could result in 15,005, suggesting a misinterpretation of the Fibonacci sequence values.
Magnitude of $F(13) * F(25)$
- The magnitude of $F(13) * F(25)$ is likely to be a large number due to the exponential growth nature of the Fibonacci sequence.
Relationship between $F(13)$ and $F(25)$
- $F(25)$ is significantly larger than $F(13)$ due to the increasing rate of growth in the Fibonacci sequence.
Minimum Possible Result
- The lowest possible result for $F(13) * F(25)$ with incorrect values would occur if both $F(13)$ and $F(25)$ were underestimated.
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