Which statement is correctly written as a conditional statement?
A. If the number 10 is an even number, then it is a composite number.
B. The number 10 is an even number when it is a composite number.
C. A number, such as 10, is a composite number because it is even.
D. The number 10 is an even number, or it is a composite number.
The answer is A
A conditional statement is written in a "if b, then c" i.e "IF the number 10 is a an even number, THEN it's a composite number."
so what is the answer
A. If the number 10 is an even number, then it is a composite number.
To determine which statement is correctly written as a conditional statement, let's break down the structure of a conditional statement. A conditional statement consists of two parts: the hypothesis (if statement) and the conclusion (then statement). The hypothesis represents the given condition or event, while the conclusion represents the resulting outcome.
In the given options:
A. If the number 10 is an even number, then it is a composite number.
This statement follows the structure of a conditional statement, with the hypothesis being "If the number 10 is an even number" and the conclusion being "then it is a composite number." The conditional nature of this statement is evident, as it establishes a cause-and-effect relationship between the hypothesis and conclusion.
Therefore, the correct answer is A.
I think its c
conditional
If you review that topic, you will find that it usually is of the form
if ... then ...