AD0-E408 · Question #57
An Adobe Target Business Practitioner has designed an A/B test for a leading e-commerce company to evaluate the effectiveness of a new website layout aimed at improving user engagement and conversion
The correct answer is A. It may introduce bias and impact the reliability of the results.. Continuous monitoring of A/B test results introduces peeking bias (also called the "peeking problem"): each time you look at results and make a decision, you inflate the false positive rate, meaning you're more likely to declare a winner when the difference is actually due to ran
Question
An Adobe Target Business Practitioner has designed an A/B test for a leading e-commerce company to evaluate the effectiveness of a new website layout aimed at improving user engagement and conversion rates. The company is eagerly awaiting the results to make data- driven decisions. Consequently, the marketing team is actively monitoring the A/B test during its execution to stay informed and potentially make swift adjustments. Despite this, the practitioner has cautioned against continuous monitoring of the A/B test results. What could be the rationale behind this advice?
Options
- AIt may introduce bias and impact the reliability of the results.
- BContinuous monitoring ensures a higher statistical power.
- CIt accelerates the identification of true differences in conversion rates.
- DContinuous monitoring increases the overall duration of the test.
How the community answered
(40 responses)- A73% (29)
- B8% (3)
- C15% (6)
- D5% (2)
Explanation
Continuous monitoring of A/B test results introduces peeking bias (also called the "peeking problem"): each time you look at results and make a decision, you inflate the false positive rate, meaning you're more likely to declare a winner when the difference is actually due to random chance. Option A is correct because repeatedly checking live data and potentially stopping early based on what you see undermines statistical validity - the p-values and confidence intervals are only valid when calculated at a predetermined sample size endpoint.
Why the distractors are wrong:
- B is the opposite of reality - continuous monitoring reduces statistical power by increasing false positive risk, not increasing it.
- C is also backwards - peeking can make you think you've found a difference faster, but that "finding" is likely a statistical artifact, not a true difference.
- D is incorrect; continuous monitoring doesn't inherently lengthen the test duration (it typically causes premature stopping, not prolonging).
Memory tip: Think of it like watching a coin flip - if you stop after 3 heads in a row, you'd wrongly conclude the coin is biased. A/B tests work the same way: you must commit to your sample size before you start, not stop when the numbers "look good."
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