write the definition " a prime number is a whole number greater then 1 and has exactly two factors" as a biconditional.
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find the value of each missing measure of a triangle. b=2ft;h=ft;A=28ft;
To write the definition "A prime number is a whole number greater than 1 and has exactly two factors" as a biconditional, we can break it down into two statements and combine them using the biconditional operator "if and only if."
Statement A: A number is prime if it is a whole number greater than 1 and has exactly two factors.
Statement B: A number is not prime if it is not a whole number greater than 1 or it has more than two factors.
Now we can combine these statements using the biconditional operator:
A if and only if B
In terms of prime numbers:
A number is prime if and only if it is a whole number greater than 1 and has exactly two factors.
This biconditional statement captures the definition of a prime number, stating that a number is prime if and only if it meets both conditions: being a whole number greater than 1 and having exactly two factors.