Help Center

The UMS team is happy to help you in solving any problems you may encounter with our software.

You can send in your math problems and we can show you how to solve them with UMS.

How to connect UMS Online to the UMS server.

How to convert UMS Editor Files into PDF file format.

For more details on solving various problems, please see FAQ.

Notice.

UMS Online works jointly with UMS server. Please check that your Firewall (or other Antivirus software) doesn't block UMS Online connection with UMS server. UMS Online must be included in the list of programs that are allowed to access the internet.

The program requires an open TCP/IP port 9999. If you have a proxy server, ask your system administrator to open this port for outgoing connections.

How to connect UMS Online to the UMS server.

Step 1

Download the current version of UMS Online.

Step 2

Install the program and run UMS Online.

Step 3

After the program connects, you will see an invitation to connect to the UMS server; press OK. You will be prompted to enter the LOGIN that you received from us.

Question 1

UMS solves rational equations, which is a relatively simple task. Indeed, they can all be solved by essentially one method. What novelty does UMS bring to this task?

Answer

Question 2

How can I enter a system of simultaneous equations?

Answer

Question 3

I attempted to simplfy the problem (a+b)² by using the "Expressions simplification" section and got the same expression as the result. Why?

Answer

Question 4

I entered the problem fx = x² - x³ and wanted to graph the function, but UMS thinks this is an equation and solves for the equation with parameters. Why?

Answer

Question 5

I selected the "Factoring" section and entered the problem x⁴-y⁴ and got (x²-y²)(x²+y²) as a result. But (x²-y²) can be decomposed into factors (x-y)(x+y). Why didn’t UMS finish the job?

Answer

Question 6

I entered the problem 58972356356x³+23489755x⁷=357, and UMS did not solve it. Why?

Answer

Question 7

I want to use UMS to solve a problem such as: Find all values of parameter a so that both roots of the quadratic equation x²- 6ax + (2-2a+9a²)=0 are greater than 3.

Answer

Question 8

I entered the problem log(x) + log(x)² + log(x)⁴ = 7, and UMS did not solve it. Why? This seems to be a simple equation.

Answer

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