Comparing Decimals
Values of Digits
Round that Number
Multiplying/Dividing Decimals by Powers of 10
Expanded, Word and Standard Form of Decimals
100

5.17____5.4

<

100

What's the value of the 4 in the ten thousands place? 

789,348,095

40,000

100
Round to the hundredths place: 5.432
5.43
100

Solve: 5.48x100

548

100

(5x100,000)+(6x10,000)+(9x1,000)+(5x10)+(3x1/10)+(5x1/1000)

What is this number written in standard form?

569,050.305

200

4.52____4.5

>

200

5,909.45

The 9 in the hundreds place is ____ the value of the 9 in the ones place. 

100

200
Round the the hundreds place: 186
200
200
Solve:56.562x10,000

565,620

200

1,859,026.56

What is this number in written form? 

One million eight hundred fifty-nine thousand twenty-six and fifty-six hundredths 

300

21.75___21.750

=

300

8,928.251

The 2 in the tens place is ____ times the value of the 2 in the tenths place 

100

300
Round to the ten thousands place: 3,168,234
3,170,000
300

Solve: 95.56÷ 1,000

0.09556

300

Forty-five million five hundred nine thousand seven hundred fifty six and ninety-eight hundredths

What is this number in standard form?

45,509,756.98

400

What would make this statement true? 

5,851.549____2,184.544

>

400

9,849.536

The 9 in the thousands place is _____ times the value of the 9 in the ones place. 

1,000

400
Round to the thousandths place: 5.6435
5.644
400

Solve: 983.54x105

98,354,000

400

524,592.562

What is this number in written form? 

Five hundred twenty-four thousand five hundred ninety-two and five hundred sixty-two thousandths
500

Which of these are true? 

a.3,744.434> 45,565.51

b. 4,0855.26<352.52

c. 54,520.520=54,520.52

d. 48,729.5=4,872.95

c. 54,520.520=54,520.52

500

9,505.56

The 5 in the ones place is ______ times the value the 5 in the hundreds place.

1/100

500
Round to the ten millions place: 1,341,564,098
1,340,000,000
500

655.59÷ 104

0.065559

500

5,595,545.959

Using exponents write the expanded form of the number above? 

(5x106)+(5x105)+(9x104)+(5x103)+(5x102)+(4x10)+(5x1)+(9x1/10)+(5x1/100)+(9x1/1000)

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