Chapter 1: Metric Conversions, Significant figures, Dimensional analysis Flashcards

1
Q

Metric prefix for Picometer?

A

Pm = 10^12

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2
Q

Metric prefix for nanometer?

A

Nm = 10^9

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3
Q

Metric prefix for micrometer?

A

um = 10^6

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4
Q

Metric prefix for millimeter?

A

mm = 10^3

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5
Q

Metric prefix for centimeter?

A

cm = 10^2

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6
Q

Metric prefix for decimeter?

A

dm = 10^1

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7
Q

metric conversion of kilometer?

A

km (10^3)

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8
Q

metric conversion for mega meter?

A

Mm (10^6)

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9
Q

How do you round off numbers to the correct number of sig figs?

A

The number in the equation with the least amount of significant figures will be the number of sig figs your answer should have.
EX: 1.55 + 3.5 = 5.1 (rounded off to two sig figs)

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10
Q

What do you do with zeros in the number (regarding sig figs)?

A

Type I - Internal zeros. These are always significant
Examples: 87.027 g = 5 sig figs
Type II - Leading Zeros. These are never significant
Examples: 0.0042 km = 2 sig figs (4.2 x 10-3 km)
Type III: Trailing zeros after the decimal- These are always significant.
These zeros are real, measured numbers
Examples: 14.30 joules = 4 sig figs
Type IV – Trailing zeros before the decimal- this is a tricky one! Maybe they are
significant maybe they are not !! - It could be either way.
Examples: 690 g = at least 2 but maybe 3 sig figs- we can’t tell as written

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