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Dropdown 1: Campaign A
Dropdown 2: 5.5
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
25%
(medium)
Question Stats:
74% (01:47) correct
26%
(01:47)
wrong
based on 582
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Not Attempted Yet
The two bar graphs show the results of five test advertising campaigns conducted by a marketing agency. The first graph displays the estimated Lifetime Value per customer (total revenue expected from a customer, in USD), and the second graph displays the Acquisition Cost per customer (cost to acquire one customer, in USD).
From each drop-down menu, select the option that creates the most accurate statement based on the information provided.
If each campaign acquired the same number of customers, the campaign with the highest ratio of Total Lifetime Value to Total Acquisition Cost is , with an approximate value of .
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Official Answer
Dropdown 1: Campaign A
Dropdown 2: 5.5
11 May 2025, 01:45
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Official Solution:
Since each campaign acquired the same number of customers, the ratio of total Lifetime Value to total Acquisition Cost will be the same as the ratio per customer. So, we can compare the per-customer values directly to find the highest overall ratio.
Campaign A:
Lifetime Value ≈ 110 USD, Acquisition Cost ≈ 20 USD
Ratio = 110 / 20 = 5.5
Campaign B:
Lifetime Value ≈ 160 USD, Acquisition Cost ≈ 60 USD
Ratio = 160 / 60 ≈ 2.7
Campaign C:
Lifetime Value ≈ 50 USD, Acquisition Cost ≈ 30 USD
Ratio = 50 / 30 ≈ 1.7
Campaign D:
Lifetime Value ≈ 325 USD, Acquisition Cost ≈ 100 USD
Ratio = 325 / 100 ≈ 3.3
Campaign E:
Lifetime Value ≈ 200 USD, Acquisition Cost ≈ 150 USD
Ratio = 200 / 150 ≈ 1.3
The campaign with the highest ratio is Campaign A, with an approximate value of 5.5.
Correct answer:
Dropdown 1: "Campaign A"
Dropdown 2: "5.5"
Bunuel
Since each campaign acquired the same number of customers, the ratio of total Lifetime Value to total Acquisition Cost will be the same as the ratio per customer. So, we can compare the per-customer values directly to find the highest overall ratio.
Campaign A:
Lifetime Value ≈ 110 USD, Acquisition Cost ≈ 20 USD
Ratio = 110 / 20 = 5.5
Campaign B:
Lifetime Value ≈ 160 USD, Acquisition Cost ≈ 60 USD
Ratio = 160 / 60 ≈ 2.7
Campaign C:
Lifetime Value ≈ 50 USD, Acquisition Cost ≈ 30 USD
Ratio = 50 / 30 ≈ 1.7
Campaign D:
Lifetime Value ≈ 325 USD, Acquisition Cost ≈ 100 USD
Ratio = 325 / 100 ≈ 3.3
Campaign E:
Lifetime Value ≈ 200 USD, Acquisition Cost ≈ 150 USD
Ratio = 200 / 150 ≈ 1.3
The campaign with the highest ratio is Campaign A, with an approximate value of 5.5.
Correct answer:
Dropdown 1: "Campaign A"
Dropdown 2: "5.5"
15 Jan 2026, 03:26
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Instead of taking the exact value, let's take approx values for simplicity and quick calculations.
Campaign A: 100/20≈ 5
Campaign B: 150/60≈ 2.5
Campaign C: not calculating as the acquisition cost is higher
Campaign D: 300/100≈ 3
Campaign E: 200/150≈ 1.3
Largest ratio: Campaign A
Value: ≈5 therefore value=5.5
Campaign A: 100/20≈ 5
Campaign B: 150/60≈ 2.5
Campaign C: not calculating as the acquisition cost is higher
Campaign D: 300/100≈ 3
Campaign E: 200/150≈ 1.3
Largest ratio: Campaign A
Value: ≈5 therefore value=5.5
