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PARTIAL QUOTIENT DIVISION

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Presentation on theme: "PARTIAL QUOTIENT DIVISION"— Presentation transcript:

1 PARTIAL QUOTIENT DIVISION
DIVIDING A 3-DIGIT NUMBER BY A 1-DIGIT NUMBER

2 STEP 1 WRITING THE PROBLEM

3 HERE WE GO! WHEN WRITING 642 DIVIDED BY 4...
4 IS THE DIVISOR ON THE OUTSIDE OF THE DIVISION 'HOUSE'

4 TAKE NOTE! IT'S OFTEN BETTER FOR BEGINNERS TO USE BENCHMARK NUMBERS, LIKE MULTIPLES OF 2, 5, & 10

5 LET'S SEE HERE... WELL, THE 6 IS IN THE HUNDREDS PLACE, SO...CAN I USE 100?

6 WHAT DO YOU MEAN BY THAT? SINCE 4 TIMES 100 IS NOT GREATER THAN 600, WE CAN USE 100 AS A PARTIAL QUOTIENT

7 MULTIPLY AND SUBTRACT 100 x 4 = 400 = 242

8 MOVING ON... 2 is in the 100's place, but...
100 x 4 is greater than 200, so... Better go with 50 50 x 4 = 200 That'll work

9 MULTIPLY AND SUBTRACT AGAIN
50 x 4 = 200 = 42 50 is your second partial quotient 4 is in the 10's place... 4 x 10 = 40, which is less than 42

10 SUBTRACT AGAIN 42 - 40 = 2 4 WON'T DIVIDE INTO 2, SO...
WE'RE ALMOST DONE... 2 IS GOING TO BE THE REMAINDER

11 WHAT ABOUT THE PARTIAL QUOTIENTS?
Okay, add up the partial quotients You get 160

12 WRAPPING IT UP 160 IS THE QUOTIENT 2 IS THE REMAINDER
642 DIVIDED BY 4 = 160 R2

13 THAT WAS DIVIDING WITH PARTIAL QUOTIENTS
THIS IS A PICTURE OF YOU GETTING OUT OF BED


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