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negative exponent

 

Definitions from the Web

Negative Exponent

Description:

A negative exponent is a mathematical notation that represents the reciprocal of a number raised to a positive exponent. It indicates that the number should be divided by itself raised to the absolute value of the exponent.

Sense 1 - Mathematical Notation:

In mathematical expressions, a negative exponent is denoted by writing the base number followed by a caret (^) and a negative sign (-) before the exponent number.

Example: 2-3 is equivalent to 1/(23)

Sense 2 - Power of a Fraction:

A negative exponent can also be used to indicate the power of a fraction. In this case, the reciprocal of the fraction is raised to the positive exponent.

Example: (1/3)-2 is equivalent to (3/1)2

Sense 3 - Scientific Notation:

Negative exponents are commonly used in scientific notation to represent very small numbers. The base number is typically between 1 and 10, and the exponent is negative.

Example: 5.2 x 10-4 represents 0.00052

Sense 4 - Related Products:

Explore books and educational resources on negative exponents:

negative-broad negative-exact negative negative afterimage negative appraisal negative charge negative chemotaxis negative correlation negative exponent negative feedback negative feedback circuit negative identification negative image negative integer negative inverse corrleation negative magnetic pole negative muon

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