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Significant Figures Math

Significant Figures Math

Assessment

Presentation

Science

9th - 12th Grade

Hard

CCSS
MATH.CONTENT.8.EE.A.4

Standards-aligned

Created by

Joseph Anderson

FREE Resource

18 Slides • 30 Questions

1

More Sig Figs

2

Multiple Choice

How many sig. fig. are in the number below:
0.0005
1

1

2

2

3

3

4

4

3

Multiple Choice

How many sig figs are there?
0.00400
1

1

2

3

3

5

4

6

4

Multiple Choice

Which measurement contains 3 sig figs?
1

200 mL

2

20.0 mL

3

0.02 mL

4

0.020mL

5

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6

Multiple Choice

Question image
Volume?
1

63.5 mL

2

63 mL

3

63.55 mL

4

6 mL

7

Multiple Choice

Question image
Considering Sigfigs what would be the correct length of the square's sides?
1

1.25

2

1.2

3

1.3

4

1.40

8

Multiple Choice

Round 1047.78 to three sig figs
1

104

2

105

3

1050

4

1050.00

9

Multiple Choice

Round 1047.78 to three sig figs
1

104

2

105

3

1050

4

1050.00

10

Multiple Choice

What is 7.555 rounded to two significant figures.

1

a. 7.6

2

b. 7.5

3

c. 70

4

d. 76

11

Fill in the Blank

12

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Math Functions and Sig Figs

13

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14

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Addition & Subtraction

Example:

150.7 + 0.27 = 150.97 151.0

You Try:

123.6 + 0.321 =

0.21 + 3.2 =

3.25 + 7 =

15

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16

Multiple Choice

Solve. Round using SigFig math rules.
98.7°C - 97.25°C 
1

1°C

2

1.5°C

3

1.45°C

4

1.450°C

17

Multiple Choice

Find the sum 3.35 + 1.4 + 3.65
1

8.9

2

8.22

3

8.43

4

8.4

18

Multiple Choice

Solve. Round using SigFig math rules.
12.5-mL + 20.05-mL + 2.69-mL
1

35-mL

2

35.2-mL

3

35.24-mL

4

35.240-mL

19

Multiple Choice

33 g - 2.1 g = ?

1

31.9 g

2

31 g

3

30.9 g

4

30 g

20

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21

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Multiplication & Division

Example

5.761 x 6.20 = 35.7182

You Try

6.62 x 2.5 =

4.6354 x 5.621 =

22

Multiple Choice

Complete the following calculations. Round off your answers as needed.

245.01 km x 2.1 km

1

5.14521 x 102

2

510

3

514

4

514.521

23

Multiple Choice

Calculate 923 g ÷ 20312 cm3 and give your answer with the appropriate number of significant figures.
1

0.04 g/cm3

2

0.045 g/cm3

3

0.0454 g/cm3

4

4 x 10-2 g/cm3

24

Multiple Choice

What is the correct answer according to sig fig rules:

.005612 x .40145 =

1

.0022

2

.00225

3

.002252

4

.002253

25

Multiple Choice

Solve & Round to Correct Sig Figs.
100 / 2 = 
1

50

2

50.

3

50.0

4

50.00

26

Multiple Choice

Calculate 12.47 m ÷ 3.2 s and give your answer with the correct number of significant figures.
1

4 m/s

2

3.9 m/s

3

3.90 m/s

4

3.897 m/s

27

Multiple Choice

Calculate 0.020 cm x 50 cm x 11.1 cm and give your answer with the correct number of significant figures.
1

10 cm3

2

11.1 cm3

3

11 cm3

4

11. cm3

28

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Scientific Notation

A way to simplify very large or

very small numbers

29

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Scientific Notation

M x 10n

M is a number between 1 and 10

n is an integer

All digits in M are significant

30

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Putting #s in Scientific Notation

Move decimal so that M is between 1 and 10

Determine n by counting the number of places the

decimal point was moved
Moved to the left, n is positive
Moved to the right, n is negative

Examples:

123000
0.000003265
302 x 10-8
.004 x 106

31

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32

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33

Multiple Choice

How would you write 0.0005 in scientific notation?

1

50 x 10-5

2

5 x 10-4

3

5 x 103

4

.5 x 103

34

Fill in the Blank

35

Multiple Choice

Which of the following numbers is written in scientific notation?

1

20.35 x 104

2

.2035 x 104

3

2035 4

4

2.035 x104

36

Multiple Choice

Express the following in scientific notation:


.000457

1

457 x 106

2

457 x 10-6

3

4.57 x104

4

4.57 x 10-4

37

Multiple Choice

Convert to scientific notation:


520,000,000

1

52 x 107

2

5.2 x 10-7

3

5.2 x 108

4

0.52 x 109

38

Fill in the Blank

39

Multiple Choice

Which value is the greatest?

1

5.0 x 10-9

2

5.0 x 10-4

3

5.0 x 106

4

5.0 x 108

40

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A note about calculators…

YOU MUST PUT THE WHOLE NUMBER IN

PARENTHESIS OR THE CALCULATION WILL BE
INCORRECT (SOMETIMES)

41

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MATH & SCIENTIFIC NOTATION

42

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Addition and Subtraction

Operations can only be done if the exponent on

each number is the same

M factors are added or subtracted
Exponents stay the same

Examples (NO CALCULATORS)

4.2 x 10-2 + 3.1 x 10-2

4.2 x 10-2 - 3.1 x 10-2

6.0 x 10-3 + 5.5 x 10-4

43

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Multiplication

M factors are multiplied
Exponents are added

Examples

(4.0 x 10-2) x (3.0 x 10-4)

(8.0 x 105) x (2.0 x 10-1)

44

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Division

M factors are divided
Exponents are subtracted (numerator –

denominator)

Examples

(8.0 x 105)
(4.0 x 102)

(12.0 x 104)
(4.0 x 10-3)

45

Multiple Choice

Perform the following calculation.

Express your answer in scientific notation.

(7.4 x 10-2) - (6.5 x 10-4)

1

4.81 x 107

2

7.335 x 10-2

3

9.0 x 10-1

46

Math Response

(7.8×105)+(5.4×105)\left(7.8\times10^5\right)+\left(5.4\times10^5\right)

Type answer here
Deg°
Rad

47

Multiple Choice

Perform the following calculations.
Express your answer in scientific notation.
7.15 x 1032.5 x 103\frac{7.15\ x\ 10^3}{2.5\ x\ 10^{-3}}  

1

2.86 x 1062.86\ x\ 10^{-6}  

2

28.6 x 10728.6\ x\ 10^7  

3

2.86 x 1062.86\ x\ 10^6  

48

Math Response

(1.09×103)+(9.2×102)\left(1.09\times10^{-3}\right)+\left(9.2\times10^{-2}\right)

Type answer here
Deg°
Rad

More Sig Figs

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