Mathematica, in its thirty years of development, has established the state of the art in technical computing and provides the primary computing environment for technology innovators, educators, students, and others around the world.

Mathematica Chinese12.3.1 for free

On the Web or desktop Wolfram, simply type and press SHIFT+ENTER to calculate:

ENTER in [1]:=2 + 2 (SHIFT+ENTER) ←

Output [1]=4 ← output

In[n] and Out[n] indicate adjacent inputs and outputs. The % symbol denotes the nearest output:

At [1]:=1 + 2 + 3

Output [1] = 6

In [2] : + 4 = %

The [2] = 10

After performing the calculation, the suggestion column provides suggestions for the next calculation:

Standard symbols can be used in mathematical operations :(space or * for multiplication, not the character “x”.)

In [1]:5 + 2*3-7.5

Output [1] = 3.5

Use braces (not braces or braces) to display combinations of different levels:

[2]:=((5-3)^(1 + 2))/4

The [2] = 2

The Wolfram language has about 6,000 built-in functions, covering all aspects of mathematics.

Delimit the arguments of built-in functions with commas and enclose them in square brackets:

In[1]:=GCD[12, 15]

Out[1]=3

If you don’t know which function to use, type = at the beginning of the line for natural language input:

Lists represent a collection of items, with {… } said.

Lists are ordered. They can contain numbers, variables, calculations, and even other lists:

A number of operations are applied to each element:

In[2]:={1, 2, 3} + 2

Out[2]={3, 4, 5}

Starting with 1, we can use [[…]] to extract the elements of the list:

In[3]:={a, b, c, d}[[3]]

Out[3]=c

Lists can be easily built by using functions such as Range:

In[1]:=Range[10]

Out[1]={1, 2, 3,4, 5, 6,7, 8, 9, 10}

Mathematica Chinese12.3.1 for free

Based on its worldwide reputation for technical excellence and ease of use, Mathematica offers a single integrated and continuously expanding system that covers the broadest and deepest technical computing capabilities, perfect access to the cloud through a web browser, and native access on all modern desktop systems.

To learn more about Mathematica’s capabilities and trial questions, contact our online customer service.