Tanya is Older than Eric

If you have been provided with a statement “Tanya is Older than Eric. Cliff is older than Tanya. Eric is older than Cliff.” Then you have been asked, “If the first two statements are true, the third statement is”. The following options are given to you from which one is correct. The options are (A) True, (B) False, (C) Uncertain, and (D) None of the above. Let's find out its solution in detail.

Answer - The first two statements are true. The youngest of the three is Eric. Therefore, the third statement must be false.

Let the age of Tanya be t. Let the age of Eric be e. Let the age of Cliff be c. Now, from the first two statements t > e, c > t. Combining both the above statements, we get c > t > e. Showing Cliff is older than Tanya and Eric. This shows that the third statement is wrong.

Therefore, the first two statements are true. The youngest of the three is Eric. Therefore, the third statement must be false.

Summary:

Tanya is Older than Eric

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. Eric is the youngest of the three. The final statement must be false as a result.

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