"Division with Remainder" Division with Remainder PPT

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"Division with Remainder" Division with Remainder PPT

Part One: Objectives of this Section

01 Understand the meaning of remainder representation and be able to summarize the basic property of "remainder is smaller than divisor".

02 Master the horizontal format of reading and writing division with remainders.

Division with remainder PPT, part 2: review old knowledge

1. Fill in the form and tell which formula to use.

( )÷4＝6 36÷( )＝6

40÷( )＝8 21÷( )＝3

42÷( )＝6 30÷( )＝5

2. Tell the order of operations of each question and then calculate.

16＋(9+8)＝ 3×（10－6）＝

(25+20)÷5= 48-(8+17)=

Division with remainder PPT, part 3: preliminary perception

Arrange 2 of the following strawberries on a plate.

Read it, what do you know?

Show it off and tell me how you did it.

6÷2＝3(plate)

Show it off and tell me how you did it.

7÷2＝3 (plates)……1 (piece)

How are the two strawberry sharing activities the same? What's the difference?

The "1" in the formula represents the remaining strawberry, which is called the "remainder" in the formula. Today we are studying "division with remainder".

Division with remainder PPT, Part 4: Consolidation practice

1. 17, 2 and 2 land circles.

Circled ( ) group,

There are ( ) left.

17÷2= (group)... (person)

2. 23, 3 and 3 circles.

Circled ( ) group,

There are ( ) left.

23÷3= (group)... (person)

3. 9 pencils, 2 for each person. It can be distributed to ( ) people, and there are ( ) branches left.

9÷2=( ) people...( ) branches.

4. 9 pencils are divided equally among 4 people. Divide one point and draw the result.

Each person is divided into ( ) branches, and there are ( ) branches left.

9÷4=( ) branch... ( ) branch.

Division with remainder PPT, Part 5: Summary of this section

01 When dividing something equally, it cannot be divided exactly. If it is not enough, the remainder is called the remainder.

02 When dividing something equally, if it is not divisible, it can be expressed by division with a remainder.

03In division with a remainder, the remainder is always smaller than the divisor.

Division with remainder PPT, Part 6: Assignment

1. Complete 6.1 Division with Remainder homework online.

2. Find problems around you that can be solved by division with remainders, try to solve them yourself, and talk about the order of operations.

Keywords: Free download of PPT courseware for mathematics in the second volume of the second grade of the People's Education Press, PPT download of division with remainders, .PPT format;

For more information about the "Division with Remainder" PPT courseware, please click on the "Division with Remainder" PPT courseware.

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"Vertical Calculation Trial of Division with Remainder" PPT Courseware for Division with Remainder Part One Content: Topic Introduction Gesture Game: How many maximum numbers can be filled in ( )? ( )3＜17 2 ( )＜13 ​​( )5＜49 7 ( )＜48 ( ) 6＜41 8 ( )＜52 Question...

"Vertical Form of Division with Remainder" Division with Remainder PPT Courseware:

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"Vertical Calculation of Division with Remainder" Division with Remainder PPT:

"Vertical Calculation of Division with Remainder" Division with Remainder PPT Part One Content: Objective of this section 01 Master the writing method of vertical expression. Know the name of each number in the vertical expression of division and understand the meaning of each number in the vertical expression of division. 02 Master the difference between the horizontal form of column division and the vertical form of column division..

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Update Time: 2024-07-01

This template belongs to Mathematics courseware People's Education Press Second Grade Mathematics Volume 2 industry PPT template

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