unit 1- scientific processes, measurement, and calculation

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0.000197 km into mm

197 mm

how many sig figs in 0.023 g

2

951.08g + 9.018g + 0.00038111g (apply rule- include units)

960.10 g (line above 0) or 9.6010e2 g

(8.50cm + 5cm) * 3.0 cm

= 14 cm * 3.0 cm = 42 cm^2

when recording a measurement of a ruler/graduated cylinder etc...

record all the numbers that are certain and one that is a guess

when recording a measurement of a digital scale...

record all the numbers that are certain, do not estimate last digit

0.0085cm * 0.000875cm * 0.0850cm (apply rule- include units)

0.000 000 63 cm^3

0.00871g / 12.5 L (apply rule- include units)

0.000 697 g/L

25.1 g into kg

0.0251 kg

37 mL into L

0.037 L

0.00121 km into dam

0.121 dam

0.038g + 0.0975g + 0.0870g (apply rule- include units)

0.223 g

23.08 dL into daL

0.2308 daL

how many sig figs in 0.000 000 000 008 mg

1

how many sig figs in 0.01 L

1

five sig fig rules

1. all nonzero numbers are always significant 2. sandwiched zeros are always significant 3. leading zeros are *never* significant 4. trailing zeros are only significant if there is a decimal point 5. counting numbers and conversion factors have infinite sig figs

853m / 0.0785 sec (apply rule- include units)

10 900 m/s

123 hm into mm

12 300 000 mm

120 L + 0.05 L + 10.8 L (apply rule- include units)

131 L

15.987 g - 1.75 g (apply rule- include units)

14.24 g

estimate length of line (flip and hide bottom)

17.31 cm (estimate till hundredth)

how many sig figs in 1.7e5 mm

2

2.54 Mm into km

2 540 km

0.2005 m into cm

20.05 cm

2.5m * 8.53m (apply rule- include units)

21 m^2

0.213 dL into mL

21.3 mL

26.2 km into m

26 200 m

how many sig figs in 0.00000123 g

3

how many sig figs in 0.0908 mg

3

how many sig figs in 23 500 mL

3

how many sig figs in 9030 s

3

how many sig figs in 1.70e-4 L

3 (0.000*170*)

32.7 mg into cg

3.27 cg

estimate length of pencil (flip and hide bottom)

3.78 cm (estimate till hundredth)

98.05 km * 3.88 km (apply rule- include units)

380 km^2 (line above 0) or 3.80e2 km^2

how many sig figs in 0.02001 L

4

how many sig figs in 18.00 mL

4

how many sig figs in 3.500 L

4

estimate measurement in graduated cylinder (flip and hide bottom)

43.1 mL (estimate till tenth- read from bottom of meniscus)

how many sig figs in 23500. g

5

3.08m + 2.0841m + 0.0015m (apply rule- include units)

5.17 m

200 L + 338 L + 2.10 L

540 L

561000 μL into mL

561 mL

0.0579 dag into mg

579 mg

estimate measurement in graduated cylinder (flip and hide bottom)

6.32 mL (estimate till hundredth- read from bottom of meniscus)

6.99 hL into cL

69 900 cL

891 g into hg

8.91 hg

80.3 kg into grams

80 300 g

What is the volume of a box that measures 10.5 mm by 25.0 mm by 35.5 mm? (apply rule- include units)

9320 mm^3

if 15.0 mL of acetone has a mass of 11.76 g and 15.0 g of carbon tetrachloride has a volume of 9.47 mL, which substance is more dense?

acetone: 11.76 / 15.0 = 0.784 g/mL carbon tetrachloride: 15.0 / 9.47 = 1.58 g/mL carbon tetrachloride is more dense

mass of rock = 10.7 g water displacement: 23.9 mL initially, 25.7 after rock calculate density

d = m/v = 10.7 / (25.7 - 23.9) = 10.7 / 1.8 = 5.94 = 5.9 g/mL or *5.9 g/cm3* (round to 2 sig figs)

estimate volume of metal tube and ring (flip and hide bottom)

estimate till tenth 1. 28.9 mL - 18.8 mL = 10.1 mL 2. 67.8 mL - 64.0 mL = 3.8 mL

metric system prefixes (with abbreviation

giga- G mega- M kilo- k hecto- h deka- da deci- d centi- c milli- m micro- μ nano- n

how many sig figs in 1 m = 100 cm

infinite- exact number, not estimated

how many sig figs in 12 pencils

infinite- exact number, not estimated

if the density of an object is 8.37 g/mL, what is the mass of 2.97 mL?

m = dv = 8.37 * 2.97 = 24.9 mL (3 sig figs)

formula for density

mass/volume

addition and subtraction sig figs

round answer to the amount of decimal places the number with least number of *decimal places* has ex: 2.306 + 1.2 = 3.506 = 3.5

multiplication and division sig figs

round answer to the amount of sig figs the number with the least number of *sig figs* has ex: 2.305 * 1.4 = 3.227 = 3.2


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