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If it is Independence Day, then it is the 4th of July. Identify the hypothesis and the conclusion of the conditional statement. hypothesis: it is not Independence Day; conclusion: it is not the 4th of July hypothesis: it is not the 4th of July; conclusion: it is not Independence Day hypothesis: it is the 4th of July; conclusion: it is Independence Day hypothesis: it is Independence Day; conclusion: it is the 4th of July

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if it is Independence Day, then it is the 4th of July.

hypothesis : if it is Independence Day
conclusion : then it is the 4th of July

Answer:

The correct option is 4.

Hypothesis: It is Independence Day;

Conclusion: It is the 4th of July

Step-by-step explanation:

The given statement is "If it is Independence Day, then it is the 4th of July".

It is a conditional statement.

Generally conditional statements are defined as "if p, then q". where, p is hypothesis and q is conclusion.

In the given statement

p = Hypothesis: It is Independence Day.

q = Conclusion: It is the 4th of July.

Therefore the correct option is 4.

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