Provide a Conditional Proof to prove that the Conclusion follows from the premises for the following arguments

Provide a Conditional Proof to prove that the Conclusion follows from the premises for
the following arguments:
(15 points each)
1.
1. A ⊃ E
2. (A ∙ E) ⊃ R
Conclusion: A ⊃ R
2.
1. A > P
2. (P v S) > K
Conclusion: A > K
3.
1. (A v H) > (S . T)
2. (T v U) > (C . D)
Conclusion: A > C
4.
1. A > ~(A v E)
Conclusion: A > F
(No more premise

2. (L v N) > J
Conclusion: A > (K > J)
If high fructose food products are exported to China then American domestic industries
will benefit. If the Chinese enjoy high fructose food products, then their standard of living
will improve. So if these products are exported there, and they enjoy them, their
standard of living will improve and American domestic industries will benefit.
1. Translate the above argument into logical notation. (35 points)
2. Use a conditional proof to determine if it is valid or not. (35 points)
3. Explain what makes it valid or invalid. (15 points)
4. Does this argument involve any fallacies, whether informal or formal? (15 points)

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