properties of a numerical function

radian degree grade

Properties of a numerical function : How to use it?

This calculator lets you study a function using the following algebraic calculation tools: derivative, antiderivative, is_odd_or_even_function, equation_tangent_line, discriminant, degree, valuation.

Syntax :

study_function(function)

Examples :

Study numerical functions of one real variable

This calculator enables you to quickly obtain the properties of numerical functions. It provides a table of values containing numerous characteristics of the function under study.

This calculator is designed to help you study numerical functions of a real variable, quickly obtaining the properties of the function under study. For example, to obtain the properties of the sine function, simply enter sin(x) and validate to obtain its derivative, a primitive, whether it is even or odd, and the equation of its tangent at 0.

Here is an example of use with the polynomial x^2+x-3

`"derivative"(x^2+x-3;x)`	2*x+1	1+2*x
`"antiderivative"(x^2+x-3;x)`	`(x^3)/3+(x^2)/2-3*x`	`(x^2)/2+(x^3)/3-3*x`
`"is_odd_or_even_function"(x^2+x-3)`	-1
`"equation_tangent_line"(x^2+x-3)`	y=-3+x	[y=-3+x]
`"discriminant"(x^2+x-3;x)`	13
`"degree"(x^2+x-3)`	2
`"valuation"(x^2+x-3)`	0

Here is an example of use with the function sin(x)

`"derivative"(sin(x);x)`	cos(x)
`"antiderivative"(sin(x);x)`	-cos(x)
`"is_odd_or_even_function"(sin(x))`	1
`"equation_tangent_line"(sin(x))`	y=x	[y=x]