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State whether the errors in (a)-(d) are random or systematic:

(a) A 25 - mL transfer pipet consistently delivers 25.031±0.009mL.

(b) A 10 - mL buret consistently delivers role="math" localid="1663303542431" 1.98±0.01mLwhen drained from exactly 0 to exactly 2mL and consistently delivers 2.03mL±0.02mL 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 - μL injections of a solution into a chromatograph were made and the area of a particular peak was 4383 , 4410, 4401 , and 4390 units.

Short Answer

Expert verified

A. Systematic error

B. Random error

C. Random error

D. Systematic error

Step by step solution

01

Definition of systematic and random error.

⦁ Systematic errors are mistakes that are not caused by chance, but rather by an inherent inaccuracy in the system (including either the observation or measurement process). The term "systematic error" can also refer to a mistake with a nonzero mean that has no impact when the observations are averaged.

⦁ The term "random error" refers to an unanticipated disruption in the experiment caused by an unknown source. In theory, you may track down the cause of the mistake and eliminate it in a better trial, bringing the measured mean closer to the real mean. Random mistake can be either beneficial or harmful, and it can't be avoided.

02

Determine whether the error in (a)-(d) is systematic or random.

A. Systematic error

B. Random error

C. Random error

D. Systematic error

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Most popular questions from this chapter

You have a stock solution certified by a manufacturer to contain 150.0±0.3μgSO42-/mL. You would like to dilute it by a factor of 100 to obtain 1.500μg/mL. Two possible methods of dilution are stated below. For each method, calculate the resulting uncertainty in concentration. Use manufacturer's tolerances in Tables 2-3 and 2-4 for uncertainties. Explain why one method is more precise than the other.

(a) Dilute 10.00mL up to 100mL with a transfer pipet and volumetric flask. Then take 10.00mL of the dilute solution and dilute it again to 100mL.

(b) Dilute 1.000mL up to 100mL with a transfer pipet and volumetric flask.

Verify the following calculations:

a)3.1415(±0.0011)=1.77243(±0.00033);b)log[3.1415±0.0011]=0.49714(±0.00015);c)antilog[3.1415±0.0011]=1.14470(±0.00035);d)In[3.1415±0.0011]=1.14470(±0.00035);e)log(0.104±0.0060.0511±0.0009)=0.800(±0.015)

Find the absolute and percent relative uncertainty and express each answer with a reasonable number of significant figures.

a)6.2±0.2-4.1±0.1=?b)9.43±0.05×0.0160.001=?c)6.2±0.2-4.1±0.1÷9.43±0.05=?d)9.43±0.05×6.2±0.2×10-3+4.1±0.1×10-3

(a) How many millilitres of 53.4(±0.4)wt%NaOHwith a density of 1.52(±0.01)g/mLwill you need to prepare 2.000L of 0.169M NaOH ?

(b) If the uncertainty in delivering NaOH is ±0.01mL, calculate the absolute uncertainty in the molarity (0.169M). Assume there is negligible uncertainty in the formula mass of NaOH and in the final volume (2.000L).

Write the formula mass of (a) BaF2and (b)C6H4O4with a reasonable number of digits. Use the periodic table inside the cover of this book to find atomic masses.

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