---
title: "Student Analytics"
slug: "student-analytics"
updated: 2023-12-02T04:50:44Z
published: 2023-12-02T04:50:44Z
canonical: "help.schoolwise.com/student-analytics"
---

> ## Documentation Index
> Fetch the complete documentation index at: https://help.schoolwise.com/llms.txt
> Use this file to discover all available pages before exploring further.

# Student Analytics

## Student Analytics Introduction

The SchoolWise Student Analytics System helps you to make sense of your school’s data by adding powerful data analysis and visualization tools to help track and manage student performance.

- Use custom data indicators to help identify struggling or at-risk students while there is still time to get them back on track. Data Indicators can include Letter Gradebook Scores, Attendance Exceptions, Discipline Incidents, Program Enrollment, etc.
- There are two main components: data aggregation (which runs automatically each night) and data display which allows school staff to view and analyze the data through interactive dashboards.
- The dashboards include interactive charts (Pods) with drill-down capability to see the detailed data.
- Use the pre-defined dashboards, or build your own custom ones.
- Simple implementation – no data imports or exports needed. We use your existing SchoolWise SIS data.

Student Analytics is accessed from the SchoolWise web school office menu.

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Video Tutorials are available for training. You can access these videos from the link in the top right corner of the Analytics Dashboards.

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)

## **Analytics Data**

Viewing the Data: There are 2 views available, the Dashboard view or the Student List view.

You can switch from the Dashboard view to the Student List View by clicking on Dashboards and selecting it.

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1672950154989.png)

You can switch from the Student List View to the Dashboard view by clicking on Student List View and selecting it.

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1672950185286.png)

## **Dashboards**

The dashboard system allows the school staff to view the Indicator data in interactive charts. A “Dashboard” is a collection of charts (called “Pods”) which provides a visual summary of aggregated data over a specific time period (4 weeks, 8 weeks, 12 weeks, full year). Typically, each Pod will display the data for a single Indicator. Filters can be applied to each dashboard Pod to filter the results by School, Grade Level, or by Student Performance Group.

Gradebook Averages is the default dashboard shown. Attendance Overview is an alternate dashboard you can display by clicking Gradebook Averages link and selecting it. Additional custom dashboards can be created to organize specific Pods.

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1672950342440.png)

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1672950245146.png)

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1672950311955.png)

Once Student Analytics has been enabled, the default dashboards will be populated with your student data. A school can use the defaults, modify them, or delete them all and start from scratch.

The default dashboards are currently available to everyone that has access to analytics.

Custom dashboards are only visible to the user who creates them, until they are shared. At this time, when you share a custom dashboard (with any user role) it becomes available to everyone that has access to analytics. In a future update we will add the ability to define specific user role assignments that you can share with (ex. teachers, counselors, administrators).

### **Configuring Indicators: Thresholds, Risk Points and Pods**

#### **Indicators**

Schools define the data items that they want to track by creating “Indicators”. Each Indicator defines a single data item that the system should aggregate for its students. Each indicator describes the table/view and field name that it monitors. An Indicator also includes a Performance Level Map that describes how the values for the indicator should be categorized. For example, an Indicator for Gradebook Math Average might define performance bands for: A (>=90), B (>=80), C (>=70), D (>=60) and F (<60).

A school might define a couple dozen or so Indicators (and their performance bands) that they want to monitor for their students. Each district starts out with a default set of Indicators that cover typical monitoring needs such as Attendance, Gradebook Scores, Discipline, Program Enrollment, Standardized Testing, and Nurse/Counselor Visits.

**Create Indicators**

Click the Configure button to enable configuration mode.

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1698169833553.png)

Then select Manage Indicators from the Dashboards menu.

![](https://cdn.document360.io/a9a44193-1aef-416c-8e45-ad587af00e29/Images/Documentation/image-1698169859134.png)

Select the desired indicator category (bold text) on the left and then click Add a New…

Define the Performance Band Threshold Map. Different Threshold Maps can be defined for specific schools or grades using filters.

#### **Risk Points**

Each performance band of an Indicator may be assigned a number of risk points to help identify at-risk students. For example, in our prior example of a gradebook Math Average indicator, you might assign 5 Risk Points to band 4 (D), and 10 Risk Points to band 5 (F). Each night when all the Indicators are updated, the total Risk points for each student will be summed up from all indicators. The higher a student’s Risk Point total, the more attention they likely will need to get back on track.

#### **Performance Groups**

Each Performance Band of an Indicator may also be assigned to a student Performance Group. For example, in our earlier example of a Math Average Indicator, we could define a Performance Group named “Needs Math Help” for bands 4 and 5 (students with a D or F in the subject). For an Attendance Indicator, students with >10% absent could be assigned to a Performance Group named “Chronic Absent”.

Student Performance Group filters are an especially useful tool for cross-applying results from multiple Indicators. For example, say you are looking at the graph showing the Indicator for gradebook averages for a school. You can then select a Performance Group (defined by the Attendance Indicator) filter to show the Gradebook Averages for students who are Chronically Absent – or combine Performance Groups to view, for example, the grade distributions for Homeless Students who are Chronically Late to school.

Performance groups can be anything you like. Just create/edit indicators to create the groups you want to filter on. Then once the performance groups are defined the way you want, you can use them to filter results in any display pod.
