Whenever a company loses a major product-liability lawsuit, the value of the company’s stocks falls significantly within hours after the announcement.
Conclusion (Therefore)
We can be sure that an Cotoy lost their lawsuit earlier today.
Evidence
Whenever a company loses a big product-liability lawsuit, the value of its stocks fall quickly in value within hours after the announcement of the verdict.
Cotoy has been involved in a big product-liability lawsuit, and its stocks fell quickly in value today.
Evaluate
If we're going Flaw or Parallel Flaw and we see conditional logic, we immediately start to suspect that the flaw will be a Necessary vs. Sufficient error (which just means that the author presents a conditional logic rule, but then uses it in some illegal backwards or inverted fashion to reach his conclusion).
The rule we were given here was signified by "Whenever", which is a Sufficient (left side) indicator.
Sufficient Indicators if, when, whenever, whoever, wherever, all, any, each, every, the only
The rule is saying
lose a big lawsuit → stock value drops
The author's argument goes backwards: Since ... Cotoy's stock value dropped today, we can conclude ... Cotoy lost a big lawsuit today.
Goal
In conversational terms, we can look for a correct answer in which a conditional rule is presented and the author tries to use it in reverse to draw her conclusion.
In more symbolic / algebraic terms, we're looking for something like this:
Prem 1: If X, then Y Prem 2: Y was true for Thing A. Conc: X was true for Thing B.