Tanya is older than Eric.Cliff is older than Tanya.Eric is older than Cliff.If the first two statements are true, the third statement is*truefalseuncertain

To analyze the statements logically:

1. Break Down the Problem

   • We have three individuals: Tanya (T), Eric (E), and Cliff (C).
   • The statements provided are:
     1. Tanya is older than Eric (T > E)
     2. Cliff is older than Tanya (C > T)
     3. Eric is older than Cliff (E > C)

2. Relevant Concepts

   • We will evaluate the logical consistency of the statements.

3. Analysis and Detail

   • From the first statement, we have:
     $T > E$ (Tanya is older than Eric)
   • From the second statement, we have:
     $C > T$ (Cliff is older than Tanya)
     Combining this with the first statement gives:
     $C > T > E$ (Cliff is older than Tanya, who is older than Eric)
   • The third statement claims:
     $E > C$ (Eric is older than Cliff)
     However, from our analysis, we see that $C$ is actually older than $E$.

4. Verify and Summarize

   • The third statement contradicts the conclusion drawn from the first two statements. Therefore, it is false.

Final Answer

The third statement is false.