Sep 8, 2013

.... Khan Academy Schedule for September



Schedule of September’s Mastery Practice Deadlines & Grading Procedures

Since the Khan Academy Mastery Practice determines 20% of your grade, it is important that you understand the test deadlines and how your grades are calculated.

Below you will find a weekly list of topics to be completed before 7:00 pm on the date given.  All deadlines are on Sunday evenings. Your grades will be determined as follows:

   A:  Mastery achieved before deadline:  100% grade for that topic.

   B:  Mastery not achieved by deadline:  Because the more you practice anything, the better you will become, you will receive 3 points for each question you answer, correct or not. Your maximum grade (if you answer 30 or more questions) will be 90%.  If you were to answer 35 questions but not answer 5 in a row correctly, you will receive a grade of 90%.  If you attempt to answer no questions, your grade will be 0%.  If you do 10 problems and get 9 correct, your score will be 27%.

   C:  Mastery must be achieved by the deadline, not after. You will always know the assigned topics at least a week in advance, giving you sufficient time to achieve mastery.

Here is the list of Tests and their Deadlines for the Month of September:
       September 15, 2013—7:00 pm                                                 
  Writing Expressions 1                                                                    
  Writing Expressions 2
  Writing & Interpreting Decimals                                             
                                                                                                           
      September 22, 2013—7:00 pm                                                                   
  Adding & Subtracting Negative Numbers                       
  Two-Step Equations
  Equations with Variables on Both Sides                                                              
     
September 29, 2013—7:00 pm
  Order of Operations
  Distributive Property
 Multistep Equations with Distribution

You can also download this document here.  As always, please ask if you have any questions.

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