Determine the form of the following statement:
3n-6=9
has an integer solution.
Seleccione una:
a. F1: Universally quantified implication
b. F3: Existentially quantified statement
c. F2: Universally quantified biconditional
d. F5: Uniquely quantified statement
Option (b) is the correct option.
The equation 3n-6=9 has an integer solution if there exist an integer n such that n=(9-6) /3.
If the statement is true for even one integer, then we can say unique integer solution exists.
Since statement will be true even when only one integer satisfy the condition, statement follow existential quantifier which is true when at least one instance holds true for given statement.
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