#  >> K-12 >> K-12 Basics

How to Figure Exponential Problems

Exponential problems are those that are raised to a certain power, such as an "X" with a raised "2" which signifies the "X" is squared. The raised number, or exponent, tells you to multiply the bottom variable that many times. However, exponents can be complicated by fractions, negative numbers and even decimal numbers. Some exponential problems are impractical to figure without a calculator, but several simple rules exist to help solve most problems.

Things You'll Need

  • Scientific calculator
Show More

Instructions

    • 1

      Write out the bottom number however many times the exponent signifies and multiply them together. As an example, "X^4" would be written as X times X times X times X. Note that "^" signifies "to the power of."

    • 2

      Separate fractions into two separate functions. The numerator still means "to the power of," but the denominator is the root. As an example, X^2/3 means to take the cube-root of X and then square the results.

    • 3

      Invert the bottom number if the exponent is negative. As an example, "X^-2" is the same formula as "1 / X^2."

    • 4

      Use a scientific calculator for complex problems. Enter the bottom number, press the "X^y" or "^" key, and enter the exponent. As an example, "6^2.345" would be solved by entering "6," pressing the "X^y" key, and entering "2.345" to get 66.798.

Learnify Hub © www.0685.com All Rights Reserved