Body
Problem/Question
How do I access Minitab as a UMICH student/faculty/staff member?
Overview
Minitab will now be available in the cloud. This new service allows users to access the software via Minitab’s online portal. Faculty and students will be able access the software using any modern operations system including Windows, MacOS, and Chrome using a web browser. If you can access the Internet, then you can use the software. There will no longer be a need to install Minitab.
Solution
If you are unable to login or access Minitab, please submit a Minitab Cloud Service access request.
Login to Minitab in the Cloud
1. Go to https://app.minitab.com
2. Sign in with your University email address
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=85cdfde9-8d59-442d-b828-388943a93ea0.png)
3. If Prompted, select the University Of Dearborn - SSO option
![](data:image/png;base64,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)
4. Complete the Weblogin Process
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=0466f5b7-f0db-4eb8-a116-eaf256bf29fe.png)
5. You are now able to use Minitab in the cloud.
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=5ae2254a-3852-4462-b110-2d838bbe5126.png)
Installing Minitab Locally (Window Devices Only)
If you are on a 64-bit Windows machine and would like to download the Minitab software to your computer and use it locally please do the following:
1. Click Manage Account
2. Click Minitab Statistical Software under My Products
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=d6e3e411-87c9-4ec3-8c82-c40029d0e323.png)
3. Click Download Desktop App.
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=fd1d3e75-cce1-42e0-a9ac-1c6b0f867312.png)
4. Run the downloaded executable and follow the prompts. When asked how you want to activate the software, select "Activate with a license".
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=89e78f67-f564-4152-8c1c-829c421c1c44.png)
5. For licensing method, select "Sign In".
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=7e512088-f820-44b8-b9e7-91d2131f9d3f.png)
6. Follow the prompts to complete the install.
7. When starting the locally installed Minitab software, you will be prompted to sign-in to the license portal. Once again, use your University email address, click Next, and complete the Weblogin with your usual credentials.
![](https://umdearborn.teamdynamix.com/TDPortal/Images/Viewer?fileName=924f9180-715c-4b39-b246-683897090cb0.png)
For additional information, check these categories in the Knowledge Base:
AppsAnywhere
Still Need assistance? See the following related services:
Minitab Cloud Service