Conditional Propositions: Connected and Disjunctive Forms

Read-only question overview. Answers and scoring remain inside authenticated learner attempts.

• What is essential in a conditional proposition?
• How is “If the sun rises, it will be day” classified?
• What is “The integer is either odd or even”?
• Which is the antecedent?
• Which is the consequent?
• What analyzes “Zayd is learned”?
• What can the clauses of a connected conditional contain?
• What are the subdivisions of connected conditionals?
• What is the relation in divisibility by 4 implying divisibility by 2?
• Which integer refutes divisibility by 2 implying divisibility by 4?
• What makes a necessary conditional necessary?
• No necessary link is known between Zayd studying and Bakr shopping. Which form fits?
• Does co-occurrence establish necessity?
• Where does “not” occur in “If Zayd is human, he is not a horse”?
• How many disjunctive types are covered?
• Which type disallows both true and both false?
• Which is the book’s haqiqiyyah example?
• For the integer 7, which pattern holds?
• Why cannot both be false in the integer odd/even example?
• What does maniat al-jam exclude?
• When are both alternatives false for “tree or stone”?
• Can both be false in maniat al-jam?
• What does maniat al-khuluww exclude?
• May both alternatives be true in maniat al-khuluww?
• How does the book classify “Zayd is in water or not drowning”?
• Zayd is in water but not drowning. Which statements hold?
• What type is “An integer is divisible by 2 or not divisible by 4”?
• For the number 2 in that example, what holds?
• Which type permits both true but forbids both false?
• Which type permits both false but forbids both true?
• If both alternatives may be jointly true and jointly false, which of the three restricted relations fits?
• What best distinguishes connected and disjunctive forms?
• What qualification is needed for the book-or-pen example?
• What must hold in haqiqiyyah?
• “Divisible by 6 implies divisible by 3” is:
• Which topic follows this lesson in the source?
• Connected conditionals have an antecedent and consequent.
• Any events that happen together automatically create a necessary conditional.
• Maniat al-jam allows both alternatives to be true.
• Maniat al-jam allows both alternatives to be false.
• Maniat al-khuluww permits both alternatives to be false.
• Maniat al-khuluww may have both alternatives true.
• An integer can be both odd and even.
• A negative consequent is identical to denying the whole conditional.
• To classify disjunction, test both joint truth and joint falsity.
• Reversing a necessary conditional is always valid.