Chapter 3: Q3-F E (page 61)
Compute the molecular mass and its uncertainty for . What is the percent relative uncertainty in molecular mass?
Short Answer
The percent relative uncertainty is
Chapter 3: Q3-F E (page 61)
Compute the molecular mass and its uncertainty for . What is the percent relative uncertainty in molecular mass?
The percent relative uncertainty is
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Get started for free3-1. How many significant figures are there in the following numbers?
(a) 1.903 0
(b)0.0391 0
(c)
State whether the errors in (a)-(d) are random or systematic:
(a) A 25 - mL transfer pipet consistently delivers .
(b) A 10 - mL buret consistently delivers role="math" localid="1663303542431" when drained from exactly 0 to exactly 2mL and consistently delivers 2.03mL0.02mL when drained from 2 to 4mL .
(c) A 10 - mL buret delivered 1.9839g of water when drained from exactly 0.00 to 2.00mL . The next time I delivered water from the 0.00 to the 2.00mL mark, the delivered mass was .
(d) Four consecutive 20.0 - L injections of a solution into a chromatograph were made and the area of a particular peak was 4383 , 4410, 4401 , and 4390 units.
You can calculate the time it will take for an object to fall from the top of a building to the ground if you know the height of the building. If the height has an uncertainty of 1.0% ,what is the uncertainty in time?
Vernier scale. The figure below shows a scale found on instruments such as a micrometer caliper used for accurately measuring dimensions of objects. The lower scale slides along the upper scale and is used to interpolate between the markings on the upper scale. In (a), the reading (at the left-hand 0 of the lower scale) is between 1.4and 1.5on the upper scale. To find the exact reading, observe which mark on the lower scale is aligned with a mark on the upper scale. Because theon the lower scale is aligned with the upper scale, the correct reading is 1.46. Write the correct readings in (b) and (c) and indicate how many significant figures are in each reading.
Write each answer with the correct number of significant figures.
(a)
(b) 106.9 - 31.4 = 75.5000
(c)
(d)
(e
(f)
(g)
(h)
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