
syms - Create symbolic scalar variables and functions, and matrix ...
Display a list of all symbolic scalar variables, functions, matrix variables, matrix functions, and arrays that currently exist in the MATLAB workspace by using syms.
Choose syms or sym Function - MATLAB & Simulink - MathWorks
Use the syms function to create a symbolic variable x and automatically assign it to a MATLAB variable x. When you assign a number to the MATLAB variable x, the number is represented in double …
Create Symbolic Numbers, Variables, and Expressions
If you want to create a MATLAB array of numbered symbolic variables, you can use the sym or the syms syntax. Use sym to create an array of many numbered symbolic variables.
sym - Create symbolic variables, expressions, functions, matrices
To create symbolic expressions, first create symbolic variables, and then use operations on them. For example, use syms x; x + 1 instead of sym ('x + 1'), exp (sym (pi)) instead of sym ('exp (pi)'), and …
solve - Equations and systems solver - MATLAB - MathWorks
Alternatively, to use the parameters in the MATLAB workspace use syms to initialize the parameter. For example, if the parameter is k, use syms k. The variable names parameters and conditions are not …
Create Symbolic Matrices - MATLAB & Simulink - MathWorks
Create Symbolic Matrices Use Existing Symbolic Variables A circulant matrix has the property that each row is obtained from the previous one by cyclically permuting the entries one step forward. For …
symfun - Create symbolic functions - MATLAB - MathWorks
Define the symbolic function f(x,y) = x + y. First, create the function by using syms. Then define the function.
Perform Symbolic Computations - MATLAB & Simulink
Create the polynomial: syms x f = x^3 - 15*x^2 - 24*x + 350; Create the magic square matrix: A = magic(3) A = 8 1 6 3 5 7 4 9 2
Simplify Symbolic Expressions - MATLAB & Simulink
For further computations, clear the assumption on x by recreating it using syms.
int - Definite and indefinite integrals - MATLAB - MathWorks
int((x+1)^2) returns (x+1)^3/3, while syms x; int(x^2+2*x+1) returns (x*(x^2+3*x+3))/3, which differs from the first result by 1/3. For indefinite integrals, int implicitly assumes that the integration variable var is …