Measurement Flashcards

1
Q

What indicates an accurate measurement?

A

A low percent error value
- measured and true value is near from each other, indicating that their relative difference is low

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2
Q

What does highly precise measurement indicate?

A

It does not indicate accuracy. Precision mainly shows relationship between the measured values

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3
Q

What is a random error?

A

cannot be determined and corrected, it is an effect of uncontrolled variables

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4
Q

What is systematic error?

A

can be determined and corrected
flaw in experimental design /equipment

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5
Q

Which is an example of random error?
A. A chemical technician mistakenly prepared a different sample before running into an HPLC assay.
B. A 25-mL burette consistently delivers 24.98±0.03 mL.
C. An analytical balance consistently displayed 5.010 g upon weighing a 5.000-g calibrated weight material.
D. The reading of a gas sensor for a blank sample fluctuates from -0.009 to 0.002.

A

D. The reading of a gas sensor for a blank sample fluctuates from -0.009 to 0.002

It is a blank sample so it should not cause fluctuation. Causes of error from the other choices can be easily determined.

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6
Q

Which of the following has two significant figures after calculation?
A. (2.10 + 2.11)/2.0
B. 1000 x 2
C. 101 + 3.2 + 2.1
D. 4.75 / (2.50 – 0.11)

A

A.
2.10 + 2.11 leads to an answer with 3 significant figures. Dividing the answer (3 significant figures) by 2.0 (2 significant figures) leads to an answer with 2 significant figures according to the rules of significant figures for multiplication and division

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7
Q

Which of the following numbers has exactly 3 significant figures?
A. 1.00
B. 12.10
C. 120
D. 0.025

A

A. 1.00
The zeros at the right of a non-zero digit and at the right of the decimal point are significant. Thus, 1.00 has 3 significant figures. 120 and 0.025 both have 2 significant figures while 12.10 has 4 significant figures.

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8
Q

Which of the following is a unit for volume?
A. in3
B. m2
C. Pa
D. lb

A

Consider the formula for the volume of a box. V = l x w x h. Since each parameter is a measure of length, thus the unit must be that of length unit. Substituting this length unit to the formula gives us the cubic unit of length (V = u x u x u = u3). Thus, in3 is the correct answer.

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