where f-1 it is the inverse function of F. Therefore a bijective (or bijective) is a function to which for each element of A an
In this note we will see what they are and how to obtain them the expected value And the variance from the binomial distribution. To
This note we will see what characteristics the law of exponential survival has in describing the probability distribution of the life time of a component.
Radicals in mathematics are numbers defined as roots with an integer index. Radicals can be expressed as powers with a fractional exponent by the simple
The fundamental derivatives are the derivatives of elementary functions, usually given in a table, which are obtained once and for all with a definition and
CasIn this note we give a definition of the operator variance and let’s see what its main properties are. The setting in the following note
This note we will see what characteristics the law of exponential survival has in describing the probability distribution of the life time of a component.
In this note we will give a definition of the circumcenter of a triangle and see what its properties are. To understand the content
A sesquilinear form is a map defined on the Cartesian product between a complex vector space and itself, with values in the field of complex
In this note we see what they consist of and what the main properties of sets of real numbers are. Being familiar with the properties