chapter 2: measurements

26
How do scientists express uncertainty in measurement? Chemistry BC High School Kuzara

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Page 1: Chapter 2: Measurements

How do scientists express uncertainty in measurement?

ChemistryBC High SchoolKuzara

Page 2: Chapter 2: Measurements

What is the length of the board?

Page 3: Chapter 2: Measurements

…how about now?

Page 4: Chapter 2: Measurements

Is this any better?

Page 5: Chapter 2: Measurements

One last time…

Page 6: Chapter 2: Measurements

Reporting measurements using significant figures

Page 7: Chapter 2: Measurements

Reporting Measurements using significant figures

Page 8: Chapter 2: Measurements
Page 9: Chapter 2: Measurements

Rules for determining significant figures

Page 10: Chapter 2: Measurements

How many significant figures?

1. 103 m2. 57.6080 s3. 0.024 g4. 120 kg5. 100.0 mL6. 250. km

Page 11: Chapter 2: Measurements

Rules for Making Calculations with Significant Figures

Page 12: Chapter 2: Measurements

Carry out the following calculations and report your answer with the correct number of significant figures.

Page 13: Chapter 2: Measurements

Rules for Rounding

Page 14: Chapter 2: Measurements

Round each value to three significant figures

1. 23.42 m2. 0.4059 s3. 45.75 L4. 110.59 g5. 23.851 kg

Page 15: Chapter 2: Measurements

Putting a number into scientific notation All numbers, regardless of magnitude, can

be expressed in the form: N x 10n where 1<N<10 n is a positive or negative integer

When written in standard form there must be one digit, and only one digit to the left of the decimal point in the number N.

standard: 1.23 x 106 non-standard: 123 x 104

Page 16: Chapter 2: Measurements

Positive Exponents 36,600 exponent of 10 is a positive whole

number value of the exponent = number of

places the decimal point must be moved so that the notation is in standard form.

36,600 x 100 Non-standard 3.66 x 104 Standard

Page 17: Chapter 2: Measurements

Negative Exponents 0.00563 exponent of 10 is a negative whole

number value of the exponent = number of

places the decimal point must be moved so that the notation is in standard form

0.00563 x 100 Non-standard 5.63 x 10-3 Standard

Page 18: Chapter 2: Measurements

Write each value in scientific notation.

Page 19: Chapter 2: Measurements

Convert to Scientific Notation

1. 727 m2. 17200.0 s3. 0.000984 kg

1. 1.56 x 104 m2. 3.6 x 10-2 kg

Convert to Decimal Form

Page 20: Chapter 2: Measurements

Rules for calculations with scientific notation.

Page 21: Chapter 2: Measurements

Write this down!

NEVER EVERenter x 10 ^ into your

calculator!

Page 22: Chapter 2: Measurements

Calculate

Page 23: Chapter 2: Measurements

Calculate

Page 24: Chapter 2: Measurements

Calculate

Page 25: Chapter 2: Measurements

SI Base Units

Page 26: Chapter 2: Measurements

SI Unit Prefixes