Calculate negative exponents (x-n = 1/xn) and explore fractional results
Learn how to use the Negative Exponent Calculator and understand the mathematical principles behind it
A negative exponent represents the reciprocal of the base raised to the absolute value of the exponent:
x-n = 1/xn
For example:
Negative exponents were introduced to simplify expressions with fractions. The rule x-n = 1/xn allows us to write:
1/(xn) = x-n
This property is particularly useful in scientific notation and algebraic manipulations. The calculator handles very large and very small results by displaying them in scientific notation when appropriate.