Exam 3: Logic

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Is the following sentence a statement? Neither Ben nor Alonzo is going camping.

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Yes.

Let p = "Sally is three years old." Let q = "Sally's mom is thirty." Write the following statement in words. Let p = Sally is three years old. Let q = Sally's mom is thirty. Write the following statement in words.

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Sally is not three years old if and only if Sally's mom is not thirty.

A new weight loss supplement claims that if you take this product daily and you cut your Calorie intake by 10%, you will loose at least 10 pounds in the next 4 months. Let p be "you take this product daily," q be "you cut your calorie intake by 10%," and r be " You will lose at least 10 pounds in the next 4 months." Write the compound statement in symbolic Form, using conjunctions and the conditional.

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D

Use De Morgan's laws to write the negation of the statement. The bread is stale and it is hard.

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Write the converse of the conditional statement. If I get a speeding ticket, my parents do not pay for my insurance.

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Draw an Euler circle diagram for the statement. No math classes are easy.

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Let p = "Ed plays the guitar." Let q = "Ed plays the piano." Write the following statement in symbols. It is not true that Ed does not play the guitar or Ed does not play the piano.

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Determine if the two statements are logically equivalent, negations, or neither. Determine if the two statements are logically equivalent, negations, or neither.

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Let p = "Daphne speaks Spanish." Let q = "Daphne speaks French." Write the following statement in symbols. It is false that Daphne speaks Spanish and Daphne speaks French.

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Complete a truth table for the following statement. Complete a truth table for the following statement.

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Determine whether the argument is valid or invalid. Determine whether the argument is valid or invalid.

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What are the values in the final column of the truth table below? What are the values in the final column of the truth table below?

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Write the inverse of the conditional statement. If I get a speeding ticket, my parents do not pay for my insurance.

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Decide if the statement is simple or compound. I will go with you if and only if we are on time.

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Determine if the two statements are logically equivalent, negations, or neither. Determine if the two statements are logically equivalent, negations, or neither.

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Let p = "Daphne speaks Spanish." Let q = "Daphne speaks French." Write the following statement in symbols. Daphne speaks Spanish, or Daphne does not speak French.

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Let p = "My homework is finished." Write the following statement in symbols. My homework is not finished.

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Write the argument in symbols; then decide whether the argument is valid by using the common forms of valid Arguments and fallacies. Write the argument in symbols; then decide whether the argument is valid by using the common forms of valid Arguments and fallacies.

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Determine whether the statement is a tautology, a self-contradiction, or neither. Determine whether the statement is a tautology, a self-contradiction, or neither.

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Determine whether the statement is a tautology, a self-contradiction, or neither. Determine whether the statement is a tautology, a self-contradiction, or neither.

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