PowerSchoolImage.png

PowerTeacher for Teachers

General Information

PowerTeacher Guides for Teachers


First Ten Days of Class -

  • Attendance will be recorded in PowerSchool.
  • Consider not entering grades into PowerSchool until Day 11 to allow for student movement and transfer into / out of the district and within classes.

Progress Report / Report Card Timelines




Standards Based Grading In K-2

Slide Presentation is only visible if logged into CMCSS google account. To view the presentation linked in the space below, open a tab in your browser and log into your google account, then refresh this page.


Creating Assignments and Entering Mastery Indicators



All standards based assignments in RLA & Math must be created in Y1.

Editing Assignments


Parent View of Progress on Powerschool


Printing Year End Summary of Standards Based Mastery Levels


Elementary Letter Grades


1st and 2nd Grade Science/Social Studies -
This document gives instructions for using the OT, AE, and BE grading scale for 1st/2nd Science and Social Studies. Please note that M, D, and NI have been replaced with OT, AE, and BE.

View Video Here


Printing Progress Reports

These documents provide instructions for printing multi-section progress reports,
which show grades for each class or subject in which the student is enrolled.
Safari is not compatible with printing progress reports, so please use
Firefox, Chrome, or Edge. Kindergarten will still use handwritten progress reports.

View Video for Elementary Progress Reports
Directions for Printing Multi-Section
Progress Reports

Elementary


Middle/High



Entering College and Career Readiness Indicators (each nine weeks)
Formerly called Study Habits and Behaviors

View Video Here for Entering College and Career Readiness and Comments

Transfer Grades

Entering previous nine weeks' grades for transfer students from within CMCSS and finding grades for withdrawn students weeks' grades for transfer students from within CMCSS and finding grades for withdrawn students.

View Video Here Elementary

View Video for Finding Dropped Students
Transfer Grades for Standards Based Math and RLA

  1. Create one assignment in RLA named Transfer RLA
  2. Assign it just to the student(s) who transferred during the current 9 weeks
  3. Add all of the standards already assessed at the previous school to the assignment
  4. Enter indicators for each standard from the printed report card included with the student’s transfer records
  5. Repeat process for Math standards


Elementary and Middle School

High School

Reminder - Recalculate Final Scores Periodically! To Insure accuracy of grades, recalculate the final score periodically each nine weeks BEFORE grades are stored. This is particularly important to insure the accuracy of grades for students who have transferred from another school or class but is recommended for all classes. Remember to preform this process for each class.

View Video Here
Instructions for Recalculating Final Grades:
  1. In the PowerTeacher Pro Gradebook, click Settings and Select Recalculate Final Grades.
PTPRecalculatingFinalGrades.PNG
Reminder - Never change a grade that has been stored (previous nine weeks) in your PowerTeacher Pro Gradebook. Stored Grades must match the teacher gradebook. Once grades are stored at the end of a grading period the grade showing in the teacher gradebook should not be changed.
Speak with your administrator and guidance department before submitting a grade change form!

If stored grades need to be changed, complete a grade change form.


Remember, assignments should only be entered in the nine weeks, not the semesters. Except for standards based RLA and Math, they must be in Y1.

Reminder - DON'T DELETE ASSIGNMENTS SHARED ACROSS CLASSES

When creating an assignment that will be used in more that one class, it really is 1 assignment. If you delete it from one class, it will disappear from ALL classes. Instead, deselect the class from the assignment while editing it.

Grade Verification


Select the red A+ on the far right on the first page of PowerTeacher (where you submit your attendance.)

Verify that all of the information in the section is accurate.
Click in the box to the left of the “I verify…” statement. The date will fill in automatically. Press ‘Submit’. The A+ will turn into a green A+.
Complete this for all sections (Homeroom, SS, Science, etc.) until all of the A+ are green.
capture20171016152853207.png





Portal




PSPortalMainPage.png

Attendance

Change the Attendance Code to absent to mark attendance instead of changing the code for each student.RecordMeetingAttendance.PNG




Student Powerschool Access




PowerTeacher Pro

The district expectation is that graded assignments will be in district created categories.

Switching Between Classes

PTPSwitchingClasses.png
Charms Bar
CharmsBar.png

Creating Assignment

PTPCreatingAssignments.PNG

Assignment Details

PTPCreatingAssignmentDetails.png
Assigning to Specific Students
PS_D1.png

Entering Grades

Click Grading and select Scoresheet to enter grades.
PTPScoresheet.PNG
Enter grades for the desired assignment for each student.
PTPEnteringGrades.PNG
Score Inspector

Use the score inspector to add comments for individual students on assignments, tag assignments as missing, collected, late, incomplete, exempt or absent or enter grades.
PTPScoreInspector.PNG
Keyboard Shortcuts (Hot Keys)
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Final Grade Set Up

Final grade set up should be correct for most subjects. Below is the set up for some special areas. Please contact your technology integration coach for assistance if needed.
Middle School Algebra I

Middle School No TCAP

High School

Progress Reports

Go Out at 3rd and 6th Weeks of Grading Term
Printing Progress Reports -
These documents provide instructions for printing multi-section progress reports,
which show grades for each class or subject in which the student is enrolled.
Safari is not compatible with printing progress reports, so please use
Firefox, Chrome, or Edge.
Directions for Printing Multi-Section
Progress Reports

Elementary


Middle/High


End of Nine Weeks Processes

To be Completed at the End of Each Grading Term

Recalculate Final Grades before beginning end of nine weeks/semester verification processes.
  • In the PowerTeacher Pro Gradebook, select the appropriate nine week/semester.
  • Click Settings and select Recalculate Final Grades.
  • Choose the appropriate nine week/semester classes.

Elementary Report Card Comments

Entering report card comments:
  • Select Homeroom
  • On the charms bar, select Grading, and then select Comment Verification
· Click in the Final Score Column beside the student’s name
· Select the Comment icon in the Score Inspector
· Add comment for student.
· After entering comments
· Select Save

Middle and High Schools - Verifying Comments

1.Launch your PowerTeacher Pro gradebook.
PowerTeacherPro.PNG
2.In your gradebook, click the Grading Charm on the left hand side and select Comment Verification.

Comment Verification allows teachers to enter final grade comments for students.
Comment Verificiation.png
3. In the Score Inspector, enter desired comments for students. Click Save.
PSScoreInspector.PNG

Middle and High School - Verify Grades in Portal

GradeVerificationA.PNG
4. Back in the PowerSchool Portal (where attendance is taken), click the A+.

This is located on the right hand side for each class.
gradeverifydb.png
5. Verify students’ grades and comments are accurate.

6. Place a check in the box to verify that these grades and comments are correct. A date will automatically populate in the Date or comment box.

7. Click Submit.
Once grades have been verified, the A+ in the portal will turn from red to green.

8. Repeat this process for each class.

High School AP, Statewide Dual Enrollment, and Honors Classes








PowerTeacher for Guidance



PowerSchool for Attendance and Office Staff

Instructions for Daily Bulletin Managers

Basic HTML Help for Daily Bulletin Managers

PowerSchool for Central Office Staff**



PowerSchool for Administrators




Survey
Please complete the Professional Learning Activity (PLA) Evaluation before leaving today.


SOS Strategies - For a list of SOS strategies as shared by Discovery Education.com visit http://tinyurl.com/SOS-strategies.

Graphite.org - For a list of recommended tools by standard, educator reviews, and additional information, visit by standard, educator reviews, and additional information, visit https://www.graphite.org.

Common Sense K-12 Digital Citizenship Curriculum - Scope and Sequence
A comprehensive curriculum designed to empower students to think critically, behave safely, and participate responsibly in our digital world.

  • lesson plans, videos, student interactives, and assessments
  • professional learning and family outreach materials



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]