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Guide Questions:
1. How did you determine the truth value of the hypothesis? conclusion?
2. How are the truth values of the hypothesis and conclusion related?


Sagot :

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1If you can find just 1 single example such that the hypothesis is true, but the conclusion is false, then the conditional is false. In the table above, p is the hypothesis and q is the conclusion

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[tex]\huge \color{skyblue}{\mathbb{GUIDE \: QUESTION : }}[/tex]

1. How did you determine the truth value of the hypothesis? conclusion?

2. How are the truth values of the hypothesis and conclusion related?

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[tex]\huge \color{violet}{\mathbb{ANSWERS : }}[/tex]

1.) Hypothesis of a conditional statement is the phrase immediately following the word if. The conclusion of a conditional statement is the phrase immediately following the word then, Hypothesis Two lines form right angles,Coclusion The lines are perpendicular.

2.) I can determine the truth value of the hypothesis by knowing the given information whether it is true or false.The truth value of the hypothesis and conclusion is related because when truth values of the hypothesis is true and conclusion is true it's truth value of conditional statement is true.

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