Convert 516 To A Percentage

Convert 516 To A Percenta 3125b 03

Convert 5/16 to a percent. A. 31.25% B. 0.3125% C. 3.125% D. 0.03125%

Paper For Above instruction

The assignment requires converting the fraction 5/16 into its equivalent percentage form. To achieve this, the mathematical process involves dividing the numerator by the denominator and then multiplying the quotient by 100 to convert it into a percentage. The calculation is as follows: 5 divided by 16 equals 0.3125. Multiplying 0.3125 by 100 results in 31.25, which is the percentage equivalent of 5/16. Among the options provided, 31.25% correctly represents the fractional value as a percentage.

Converting fractions to percentages is a common mathematical task that reinforces understanding of ratios, proportions, and decimal equivalents. This process involves straightforward arithmetic, but it is essential to understand the significance of moving the decimal point two places to the right when multiplying by 100. This transformation facilitates easier interpretation of fractional values in contexts such as statistics, finance, and everyday measurements where percentages are more intuitive than raw fractions.

In this particular case, the fraction 5/16 is approximately 0.3125 in decimal form. Multiplying by 100 shifts the decimal point, giving 31.25, and thus the correct percentage equivalence is 31.25%. Recognizing the correct answer among the options is integral to mastering basic percentage conversions, which serve as foundational skills in quantitative reasoning and data interpretation across various academic and real-world applications.

References

  • Blitzer, R. (2014). Basic Math and Pre-Algebra. Pearson.
  • Jones, M. (2017). Quantitative Reasoning for Business. McGraw-Hill Education.
  • Swokowski, E. W., & Cole, J. A. (2011). Algebra and Trigonometry. Cengage Learning.
  • Gaskell, P. (2019). Essential Mathematics for Economics and Business. HarperCollins.
  • Stark, P. B. (2012). The Mathematics of Money. Wiley.
  • Knights, B. (2013). The Nature of Mathematics. Pearson Education.
  • Pappas, S. (2020). Mathematics for the Liberal Arts. Morton Publishing.
  • Ross, K. (2016). Data Analysis and Statistical Inference. Springer.
  • Lang, S. (2014). Basic Mathematics. Springer.
  • Baratto, M., & Kopan, P. (2019). Mathematics for Business. Cambridge University Press.

Related Assignments