Introduction
Setting up your D2L grade book allows you to use grades to centralize assessment and evaluation for your course.
Environment
An internet-connected device with a web browser (Edge, Firefox, Chrome, or Safari).
Instructions
In the Grades tool, if a grade book is not set up or imported for your course, you will see the Grades Setup Wizard page when you first navigate to the tool.
- On the navigation bar, click Grades.
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)
- On the Grades Setup Wizard page, scroll to the bottom and click Start.
![](data:image/png;base64,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)
- Choose your grading system, then click Continue.
![](https://support.sdsmt.edu/TDPortal/Images/Viewer?fileName=2f237ea7-c790-4117-9fdb-cc65398aa909.png)
- If you want users' final grades to be released automatically when you create them, select Automatically release final grade, then click Continue. Note: If an instructor changes the final grade value after the final grade is automatically released, the final grade is not released again with the new value. This might occur if an instructor grades an additional item that changes the calculated final grade item. Student final grades that already have a value are not automatically released when this variable is turned on. The grades are only released the first time a Final Grade is calculated from Null to a final grade value.
- Choose how you want to treat ungraded items. If you selected Automatically release final grade, D2L recommends that you select Drop ungraded items so that the released grades better reflect the users' current grades throughout the term.
- If you want final grades to automatically adjust after changing a grade item or calculation option, select Automatically keep final grade updated.
- Click Continue.
- Choose your default grade scheme and then click Continue.
![](https://support.sdsmt.edu/TDPortal/Images/Viewer?fileName=fabd25c7-4d5c-4da9-86cc-417761b62574.png)
- In the Number of decimal places to display field, enter the number of decimal places to display to users who enter grades using the grade book.
- Click Continue.
- Select your student view display options and then click Continue.
- On the Grades Setup Summary page, review your selections.
- Do one of the following:
- To make changes to your grade book setup, click Go Back.
- Click Finish.
General information for setting up a D2L grade book
Create a grading system
As an instructor, you can determine how to set up your grade book to best reflect your approach to evaluation, including the grading system and grade scheme that is most appropriate for your course. You can select how grades display to learners, how they update in the grade book, and how you want to deal with ungraded items. You can create grade items for projects, assignments, discussions, quizzes, etc. to include in your grade book, and even associate them with other tools (e.g. Assignments, Quizzes, Discussions).
Grade book
A grade book contains your grading system, grade calculations, grade scheme, grade items, and view and display options. Grade items in your grade book represent all the work that you want to evaluate users on in a course. You can evaluate specific tasks such as assignments, tests, and participation, and you can also create grade items and associate them with course objects such as assignments and quizzes.
You must set up a grade book before you can use the Grades tool. As you plan your grade book, consider:
- Which grade items you plan to evaluate.
- Which grading system is most appropriate for your course.
- How you will allocate points or weights across grade items.
- Which grade items you want to associate with course objects. Note that only numeric grade items can be associated with course objects.
- If you want to include a milestone grade at least once during the course.
- How you want to calculate final grades.
Making changes to a grade book's settings and calculation options after you begin tracking users' grades can significantly affect existing data.
Grading system
The grading system determines how the grade items in your grade book contribute to users’ final grades. There are three options:
- Grade items can count as a percentage of a final grade worth 100%.
- Grade items can be worth a certain amount of points that are totaled for a final grade.
- You can define a custom formula for how grade items contribute to a final grade.
Grade items
Grade items in your grade book represent all the work that you want to evaluate users on in a course. Grade items can exist independently in your grade book, or you can associate numeric grade items with course objects such as discussions, quizzes, and assignments. Each grade item has an entry in the grade book, to which you assign a grade for each user. Depending on the grade item type you want to create, grade items can be graded numerically or based on a grading scheme.
Grade categories
Grade categories organize and group related grade items into sections in your grade book, for example, a Writing Assignments grade category for group assignment items and a Class Participation grade category for group discussion items. Grade categories display in Manage Grades.
Calculated final grade
The final grade is calculated by the grade book. You cannot adjust the final grade without adjusting grade item scores.
Adjusted final grade
You can manually change the final grade calculation without affecting grade item scores.
Additional Resources
Understanding the Grades Tool