Reflection: Continuous Assessment Division: One-digit Divisors - Section 4: Independent Practice


When I circulate during independent practice, I always make sure I have my pen in hand.  I check off problems that students have done correctly, and I circle problems that students need to re-do.  

Having these marks on the papers serve a couple of purposes:

-It gives immediate feedback to students about the correctness of their responses

-It flags for me what I should look at when I make my second lap around the class - I know where to start looking, how much the student has gotten done since the last time I was with her, and what problems I need to check to see if the corrected work is right

-It makes grading classwork after the class more efficient, because I've already marked off a number of problems.

  Pen In Hand Circulation
  Continuous Assessment: Pen In Hand Circulation
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Division: One-digit Divisors

Unit 1: Number Sense
Lesson 11 of 19

Objective: SWBAT apply the steps of the division algorithm to find the quotient of a three-digit dividend and a one-digit divisor and use estimation to gauge the reasonableness of the quotient.

Big Idea: The division algorithm is an efficient way to determine a quotient given any division context.

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Math, Number Sense and Operations, division of Korea, factoring polynomial expressions, Decimals, division, quotient, compatible numbers, multiplication check, multiples, distributive property, greatest common factor, least common multiple, multiplying
  59 minutes
division 1dig li
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