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Bunuel
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Bunuel
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The word “consistent” makes me stumble here.
Consistent as in “stay the same”? It’s definitely A.
It is the only company whose change — both direction-wise and proportion-wise — matches the market change in every 5 instances.
As for the share of company D, its share is actually inconsistent. The absolute number is always the same, it does not change with the market, meaning that its share is always different.
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It can't be B: B's share rises in 2016 when the market actually shrinks.
It can't be C: C's share sharply declines in 2015 when the market is increasing slightly.
It can't be D: it's absolute value is seemingly the same every year, while the market fluctuates significantly during these 5 years. If the absolute value stays the same during these fluctuations, it means that the relative value is fluctuating as well. That is, not consistent.
It can't be E either: it's absolute value is actually declining every year no matter the market movement.

Finally, there is A.
Whenever the market is rising, the absolute value is rising as well.
Whenever the market is falling, the absolute values matches the movement.
This is what I would actually call consistent.
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To solve this, I calculated the market share for each company from 2014 to 2018 by dividing each company’s sales by the total sales for that year and converting it to a percentage. For example, in 2014, total sales were 200, so Company D’s market share was I repeated this for each year and company. For the most consistent market share, I noticed Company D’s sales remained constant 14-15%
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Here are the numbers for the chart:
https://imgur.com/a/bRDte4q

Based on three potential metrics I could come up with for measuring consistency, company D is indeed the most consistent:
https://imgur.com/a/rj92Wy8
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