Use rules of inference to show that the hypotheses “All lions are fierce”and “Some lions do not drink coffee” imply the conclusion “Some fierce creatures do not drinkcoffee.”

Directions: In the following question, only one Conclusion is given and five statements are given as a), b), c), d) and e. From this, you have to take the statements to be true even if they seem to be at variance with commonly known facts and then decide which of the given statement logically follows.Conclusions: All those dogs that are cats are also whitesAll the animals may be dog.Some whites are animalSome cats are animalsa) Statements : No dogs are cats. All animals are cats. No cats arewhitesb) Statements : All dogs are cats. No animals are cats. All cats arewhitesc) Statements : All dogs are cats. All animals are cats. All cats are whitesd) Statements : Some dogs are cats. Some animals are cats. All cats are whitese) Statements : All dogs are cats. Some animals are cats. Some cats are whites

Statements:No toffee is coffee.No sweet is toffee. Conclusions:I. No coffee is sweet.II. All sweets are coffee.if only conclusion I follows.if only conclusion ll follows.if either conclusion I or conclusion II follows.if neither conclusion I nor conclusion II follows.if both conclusion I and conclusion II follow.

Read the given statements and find which of the conclusions given below, follows them: Statements: 1. Some lions are cats. 2. Some cats are tigers. Conclusions: 1. Some lions are tigers. 2. No tiger is a cat.Choices:- Only (1) follows Only (2) follows Either (1) or (2) follows Neither (1) nor (2) follows

Statements:Some dogs are cats.All animals are cats.All cats are whites.Conclusions:I. All those dogs which are cats are also whites.II. All the animals may or may not be dogsOptionsIf only conclusion I followsIf either conclusion I or conclusion II followsIf both conclusion I and conclusion II followIf neither conclusion I nor conclusion II followsIf only conclusion II follows

The question given below comprises two statements followed by four conclusions numbered I, II, III and IV. You have to assume both the statements are correct, even if they differ from universally known facts. Go through all the conclusions and then ignoring the universally known facts ascertain as to which of the given conclusions can logically come up from the given statements.Statements: Some cups are panthers. Some panthers are goats. Conclusions:I. Some cups are goats.II. No cup is goat.III. All cups are goats.IV. All goats are cups.