Matter and Measurement

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Evidence of chemical change

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25 Terms

1

Evidence of chemical change

Color change, heat, light, precipitate formation, and gas formation

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2

Phase changes are…

physical changes

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3

Elements

substances that cannot be decomposed into simpler substances (one kind of atom)

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4

Compound

composed of two or more elements; *two or more kinds of atoms*

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5

Mixtures

combinations of two or more substances in which each substance retains its chemical identity

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6

Examples of homogeneous mixtures

saltwater, coffee, bronze

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7

Examples of heterogeneous mixtures

granite, sand, oil and water, italian dressing, wood

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8

Extensive properties

depends on the amount of sample; mass and volume

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9

Distillation

a process that depends on the different abilities of substances to form gasses; boiling salt water, leaving the salt behind

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10

Chromatography

the differing abilities of substances to adhere to the surfaces of solids can also be used to separate mixtures

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11

Precision

measure of how close individual measurements are with one another (determined by standard deviation)

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12

Accuracy

how closely individual measurements agree with the correct, or “true,” or expected value

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13

There is always uncertainty in the…

last digit of any measured quantity (the uncertain one is also significant)

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14

The final answer should be reported with only ___ uncertain digit

1

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15

What difference exists between 4.0g and 4.00g

4.0 only has 2 sig figs, so it has MORE uncertainty

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16

Zeros between nonzero digits are…

always significant

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17

Zeros at the beginning of a number are…

never significant

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18

Zeros at the end of a number are…

significant if the number contains a decimal point (0.0200g has 3 sig figs)

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19

When a number ends with zeros but contains no decimal point, the zeros are…

not significant

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20

Exponential terms are…

not significant

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21

Sig fig addition/subtraction

the result has the same number of decimal places as the measurement with the fewest decimal places

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22

Sig fig multiplication/division

the result contains the same number of sig figs as the measurement with the fewest number of sig figs

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23

Sig fig rounding

  • If the leftmost digit removed is less than 5, the preceding number is left unchanged (7.248 rounded to 2 sig figs is 7.2)

  • If the leftmost digit removed is 5 or greater, the preceding number is increased by 1 (4.735 rounded to 3 sig figs is 4.74)

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24

Intermediate value rules

don’t round intermediate values, but remember the number of sig figs it should have, and apply that number of sig figs to the final calculation

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25

Density =

m/v (it can be used a conversion factor)

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