Question

Determine the form of the following statement:

The product of two odd integers is odd.

Seleccione una:
a. F2: Universally quantified biconditional
b. F3: Existentially quantified statement
c. F1: Universally quantified implication
d. F5: Uniquely quantified statement

Answer 1

The product of two odd numbers is an odd number, this is a universally quantified implication because it implied for all the odd numbers.

So the product of two odd integers is odd this is an example: 3*7=21, 9*9=81 ....etc.

So, this is a universally quantified implication as it implies all the odd numbers.

So, the option C is the correct answer. As product of two odd is odd so this is univally quantified.

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