Adding and Subtracting
Rounding and Comparing
Written, Number, Expanded Form
Division
Power of ten
100

0.36 + 0.45

0.81

100

Use <, >, = to compare the numbers. 

5.63      5.73

5.63 < 5.73

100

Write the written and expanded form 

0.65

sixty-five hundredths 

(6 x 1/10) + (5 x 1/100)

100

5 / 575

115

100

When multiplying by the power of ten, which way does the decimal move?

Show an example

right


25.0 x 10 = 250.0 

200

15.36- 3.01

12.35

200

Round to the nearest tenth 

85.837

85.8

200

Write number form and expanded form

three hundred forty-seven thousandths 

0.347

(3 x 1/10) + (4 x 1/100) + (7 x 1/1000)

200

7 / 148

21 r1

200

When dividing to the power of ten, which way does the decimal move?

Show an example with dividing by  100

left


7.0 / 100 = 0.70

300

23.69 + 4.3

28.09

300

Compare the decimal numbers using <, >, =


152.98     152.89

152.98 > 152.89

300

Write the written and number form. 

(8 x 10) + (5 x 1) + (4 x 1/10) + (7 x 1/100)

85.47

eighty-five and forty-seven hundredths

300

12 / 3857

321 r 4

300

Finish this chart 

10        ___           1000      10000   

1.55    _____       ______   1550

10       100        1000          10000

1.55    15.5        155          1550

400

0.349 - 0.15

0.199

400

Round to the nearest hundredth.


6.986

6.99

400

Write the written and expanded form


1,589.64

One thousand five hundred eighty-nine and sixty-four hundredths. 

400

21 / 9657

459 r 8

400

What happens to the number of zeros in the product as you multiply a number by powers of 10 (10, 100, 1000, and so on)? Why?

The number of zeros increases as the decimal moves right. For each power of ten, the number increases by 10 times its place value and the digits shift left by one place value.