Propositional Logic & Statements?

Question

I've come across this question in my revision notes and most of the answer has been cut off during photocopying, could someone tell me what the answer is and how they came to it.

The following link will show the question i had to re-write it in word as accurately as i could.
http://img72.imageshack.us/img72/3857/untitlednd9.png

Answer 1

The first statement says:
For every elephant in E, there exists a mouse in M which scares it.
The second statement says:
There is a mouse in M which scares every elephant in E.
These are not the same statement: if there are two elephants A and B, and two mice a and b, and A is scared of a but not b and B is scared of b but not a, the first statement is true but the second is false.
(The second statement implies the first, but the first does not imply the second.)

Answer 2

Their traits are all contingent on the symbols descriptive applications i do no longer have and therefor me their meaning is contingent on their descriptive purpose. A does no longer equivalent A is self [self contradictory] A is B, A is actual and B is actual and A plus B equals C, C does no longer equivalent A nor B [tautology, tautologous syllogism] The meaning for 'if' is 'contingent be conscious variable' or 'reality for syllogism contingent for archives for be conscious variable'. e.g. if archives for a is a, then b is actual. if archives for a is c then b is pretend [contingent proposition]