How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3...

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How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions

Transcript of How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3...

Page 1: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

How to represent numbers using “quick

hundreds” “quick tens” and “quick ones”

Unit 3 Math Expressions

Page 2: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

Place value is where a digit is placed in a whole number. Each digit has a specific “value” or amount depending on where the

digit is (ones’ place, tens’ place, hundreds’ place).

Page 3: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

Numbers, such as 84, have two digits.  Each digit is a different

place value. The left digit is the tens' place.  It tells you that there are 8 tens.

The last or right digit is the ones' place which is 4 in this example.  Therefore, there are 8 sets of 10,

plus 4 ones in the number 84.    8 4      

tens' place ones' place

Page 4: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

Another example…

65 “6” is in the tens’ place. “5” is in the ones’

place.

Page 5: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

Let’s see a bigger number…

142“1” is in the hundreds’ place. “4” is in the tens’ place. “2” is in the

ones’ place.

Page 6: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

How could you draw different numbers with pictures?

If your teacher asked you to draw the number 143- would you want to draw 143 different objects? That

would take a long time! There is an easier way to do this.

Page 7: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

How many circles do you see?

ONE!

Each circle stands for one of something

Page 8: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

How many circles do you see now?

10How can we show the number ten without

drawing 10 circles?

A ten can be shown with a simple line.

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Here are 100

Circles. How can Idraw the number 100 without having to draw 100 of something?There are 10 groups of 10.

We can draw a box around the 100

circles.

Page 10: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

Let’s show the number 65…

Page 11: How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.

Let’s show the number 142…

100 + 40 + 2

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Your turn…

You will need to decide how to best say or draw the number that is shown…

? ? ?