- f(x) = bx is the
inverse function of logb x, it has been
called an
antilogarithm. Nowadays, this
function is more
commonly called an
exponential function...
-
because of this, some old
texts refer to the
exponential function as the
antilogarithm. The
graph of y = e x {\displaystyle y=e^{x}} is upward-sloping, and...
- In mathematics,
exponentiation is an
operation involving two numbers, the base and the
exponent or power.
Exponentiation is
written as bn,
where b is the...
- A
power of two is a
number of the form 2n
where n is an integer, that is, the
result of
exponentiation with
number two as the base and integer n as the...
- digits) + 0.4771212547... = 4.4771212547 ≈ 4.4771. When
taking the
antilogarithm of a
normalized number, the
result is
rounded to have as many significant...
-
number Gr**** ἀριθμός (arithmós), ἀριθμέω, ἀριθμητικός (arithmētikós)
antilogarithm, arithmetic, arithmomania, logarithm,
logarithmic arm-
weapon Latin...
-
number Gr**** ἀριθμός (arithmós), ἀριθμέω, ἀριθμητικός (arithmētikós)
antilogarithm, arithmetic, arithmomania, logarithm,
logarithmic arm-
weapon Latin...
- numbers, by
subtracting the two numbers' logarithms, then
looking up the
antilogarithm of the result.
Division can be
calculated with a
slide rule by aligning...
-
standardized conditions. Fold
number is
defined in ISO 5626:1993 as the
antilogarithm of the mean
folding endurance: f =
antilog 10 ∑ i = 1 n F i n = 10 ∑...
-
arithmetic operations:
calculating natural and
decimal logarithms,
antilogarithms,
direct and
inverse trigonometric functions, reciprocals, factorial...
