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Questions and Answers
What is the result of rounding off 865250 to 4 significant figures?
What is the result of rounding off 865250 to 4 significant figures?
- 865300
- 865200 (correct)
- 865000
- 865250
What is the primary objective of numerical methods in solving problems?
What is the primary objective of numerical methods in solving problems?
- To eliminate the error
- To find the exact solution
- To simplify the problem
- To provide an approximate solution (correct)
What type of error occurs when a number is approximated by a smaller number of digits?
What type of error occurs when a number is approximated by a smaller number of digits?
- Truncation error (correct)
- Inherent error
- Approximation error
- Rounding off error
What is the result of rounding off 7.893 to 3 significant figures?
What is the result of rounding off 7.893 to 3 significant figures?
Why are numerical methods used in solving problems?
Why are numerical methods used in solving problems?
What is the result of rounding off 0.000029673 to 4 significant figures?
What is the result of rounding off 0.000029673 to 4 significant figures?
What is the purpose of rounding off numbers in numerical methods?
What is the purpose of rounding off numbers in numerical methods?
How do analytical methods differ from numerical methods in solving problems?
How do analytical methods differ from numerical methods in solving problems?
What is the distinction between inherent error and truncation error in numerical methods?
What is the distinction between inherent error and truncation error in numerical methods?
When might numerical methods be more suitable than analytical methods in solving problems?
When might numerical methods be more suitable than analytical methods in solving problems?
Why are numerical methods necessary in solving problems that involve tabulated data?
Why are numerical methods necessary in solving problems that involve tabulated data?
What is the significance of the number of significant figures in numerical methods?
What is the significance of the number of significant figures in numerical methods?