The third conclusion is FALSE. The facts state that both Henry and Gwen are Secret Service Special Agents and that Fred and Gwen work in the same office. We also know that there are only two Secret Service Special Agents at Fred and Gwen's office. Therefore, Fred and Henry could not both be Secret Service Special Agents at the same office, because we know that Gwen is a Secret Service Special Agent at Fred’s office.
The facts presented do not allow you to determine whether the second conclusion is correct or incorrect. According to the facts, Gwen is a Secret Service Special Agent, the same position as Henry. We know Fred and Henry are both working on the same project. According to the facts, Fred and Gwen work in the same office, but there are only two Secret Service Special Agents in that office. However, because we don't know which office Henry works from, we can't be certain that Fred isn't also a Secret Service Special Agent. You would respond, "Not Enough Information to Make a Decision".
We know that Houston task force agents were trained in cyber security. We have no information on cyber security training for LA task force agents. As a result, you would respond, "Not enough information to make a decision."
Financial investigation training was not provided to Houston task force agents. As a result, this statement must be true. Therefore, the answer would be true.
The first assertion is accurate. According to the facts, Gwen works as a Special Agent for the Secret Service, and Henry also holds this position. Henry must therefore be a Special Agent for the Secret Service.
We know that all Houston task force agents were trained in cyber security and that all Houston task force agents are financial fraud investigators. As a result, this statement cannot be true. You'd answer false.
FALSE is the first conclusion. According to the facts, Beverly has never been to Boston, and all Secret Service Special Agents have been there. As a result, Beverly is ineligible to be a Secret Service Special Agent. You would respond FALSE.
