Audit Sampling Flashcards

1
Q

Risk

A

Auditing is all about risk

Risk is unavoidable because auditor’s do not examine 100% of the evidence

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2
Q

Statistical Sampling

A

Allows an auditor to quantify risk

Measures in mathematical terms the amount of risk that an auditor is taking

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3
Q

Types of Sampling

A

Attribute Sampling - tests of controls (compliance)
Test population for a certain characteristic (i.e. attribute). Used as a test of internal controls (compliance)
Ex. How many accounts receivable have never filed a credit application?

Variable samping - substantive tests
Trying to estimate the dollar value of a population. Used as a substantive test of details
Ex. How much does the value vary from stated amount in financials?

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4
Q

Sampling Plan: Step 1

A
# Define the population
 Almost infinite amount of potential populations are in a typical set of financial statements

Must use auditor judgment to define in precise terms the population to be sampled

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5
Q

Sampling: Concept 1

A

Concept 1: Must assume that the defined population has the properties of a Normal Curve

Central Limit Theorem: The arithmetic mean of all the samples drawn from the population would form a perfect normal curve

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6
Q

Sampling: Concept 2

A

In order for the sample to be mathematically valid, it must be an unrestricted, random sample

Randomness - every item in the population must have an equal chance of being selected

One place where auditor judgement (bias) may not exist

Random Sample: use a random number generator; audit the transactions/balances indicated by the random numbers; come to a conclusion about each

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7
Q

Systematic Sampling

A

Weak form of randomness:
Randomly select a first item
Select every 10th item after that
A weak form of randomness
If the population has any order, misleading results

Strongest form of randomness is the use random number generator and audit the transaction until the end.

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8
Q

Sampling: Concept 3

A

Variability

Variability causes uncertainty; the more variability, the larger the sample size

Standard Deviation - the standard measure of variability

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9
Q

Mean per unit projection/estimation

A

Audited Sample Size divided by sample size = Sample arithmetic mean

Multiply that by population size = estimated popluation value (point estimate)

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10
Q

1 Standard Deviation / Precision at 68%

A

Will encompass 68% of the curve

Number of standard deviations (1) x standard error of the mean x population size = precision

68% confident that the value is the point estimate plus or minus the precision

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11
Q

1.96 Standard Deviation

A

Will encompass 95% of the curve

Number of standard deviations (1.96) x standard error of the mean x population size = precision

95% confident that the value is the point estimate plus or minus the precision

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12
Q

Tolerable Misstatement

A

What the auditor is willing to accept

Relates to auditor’s judgement of materiality

Smaller tolerable misstatement, larger sample size (inverse relationship)

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13
Q

Ratio Estimation

A

Audited Sample value divided by book sample value = ratio

Ratio multiplied by book population value = point estimate

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14
Q

Difference Estimation

A

Audited sample value minus book sample value = sample value difference

Divded by number of sample items = difference per item

Difference multiplied by number of population = population value difference

Add book population value = point estimate

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15
Q

Stratified Sampling

A

Split population into several smaller populations

Reduce variability for smaller sample sizes

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16
Q

Sampling Risk

A

Sample could be wrong

No guarantee that a random sample is representative of a population

17
Q

Alpha Risk in Variable Sampling

A

Financial statement correct (they are fairly stated)

Sample says material error (sample is wrong)

Modify opinion unnecessarily

Risk of incorrect rejection

18
Q

Beta Risk in Variable Sampling

A

Financial statements incorrect

Sample says correct (sample is wrong)

Fail to modify opinion

Risk of incorrect acceptance

19
Q

Attribute Sampling: Looking for?

A

Error rate (point estimate)

20
Q

Tolerable Error Rate

A

Error rate auditor is willing to tolerate

21
Q

Alpha Risk in Attribute Sampling

A

Internal Control is effective

Sample says material weakness (sample is wrong)

Assess control risk too high (risk of under-reliance on controls)

Result: Too much substantive testing

22
Q

Beta Risk in Attribute Sampling

A

Internal Control is ineffective

Sample says no material weakness (sample is wrong)

Assess control risk too low (risk of over-reliance on controls)

Result: Too little substantive testing

23
Q

Expected Error Rate and relationship to sample size

A

Direct relationship:

High error rate: Large Sample

Low error rate: Small sample

24
Q

Tolerable Error Rate and relationship to sample size

A

inverse relationship:

High error rate: Small Sample

Low error rate: Large sample

25
Q

Discovery Sampling

A

Type of attribute sampling

A predetermined probability of discovering one item
use with critical items
expect error rate to be very low

26
Q

PPS Sampling (dollar unit sampling)

A

Probability proporationate to size

Uses attribute sampling table to assist in sampling variables

From table obtain reliability factor

Tolerable misstaement divided by reliability factor = sampling interval

Population value / sampling interval = sample size

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27
Q

PPS Sampling Advantages

A

Sample size not affected by variability

Start picking sample before the entire population is available

Population automatically stratified… larger value items have a higher change to be selected in the sample.

28
Q

Calculating Allowance for Sampling Risk

A

Equals the difference between the upper precision limit and the sample deviation risk (errors/sample size)