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Which statement represents the inverse of the statement "If it is snowing, then Skeeter wears a sweater."?
  • a)
    If Skeeter wears a sweater, then it is snowing.
  • b)
    If Skeeter does not wear a sweater, then it is not snowing.
  • c)
    If it is not snowing, then Skeeter does not wear a sweater.
  • d)
    If it is not snowing, then Skeeter wears a sweater.
Correct answer is option 'C'. Can you explain this answer?
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Which statement represents the inverse of the statement "If it is...

Explanation:

Inverse Statement:

The inverse of the statement "If it is snowing, then Skeeter wears a sweater" is "If it is not snowing, then Skeeter does not wear a sweater."

Explanation:

- The original statement states that if it is snowing, then Skeeter wears a sweater.
- The inverse statement negates both parts of the original statement. So, if it is not snowing (the opposite of snowing), then Skeeter does not wear a sweater (the opposite of wearing a sweater).
- In symbolic form, if P represents "it is snowing" and Q represents "Skeeter wears a sweater," the original statement is P → Q. The inverse statement would be ~P → ~Q.

Therefore, the correct inverse statement is "If it is not snowing, then Skeeter does not wear a sweater."
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Community Answer
Which statement represents the inverse of the statement "If it is...
We just need to to put " not " in any inverse or opp statement.
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Which statement represents the inverse of the statement "If it is snowing, then Skeeter wears a sweater."?a)If Skeeter wears a sweater, then it is snowing.b)If Skeeter does not wear a sweater, then it is not snowing.c)If it is not snowing, then Skeeter does not wear a sweater.d)If it is not snowing, then Skeeter wears a sweater.Correct answer is option 'C'. Can you explain this answer?
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