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Negation

The inverse o...

Question

The inverse of statement "If a dog is barking, then it will not bite" is

A

If a dog is not barking, then it will bite.

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B

If a dog is biting, then it will not bark.

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C

If a dog is not biting, then it will not bark.

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D

None of the above

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Solution

The correct option is D If a dog is not barking, then it will bite.
The inverse of statement without changing meaning of statement
statement becomes 'If a dog is not barking, then it will bite".

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Similar questions

Q. Write the converse and contrapositive of the statement
"If a dog is barking,then it will not bite"

(i)

Converse of the statement:If a dog will bite then the dog is barking.

(i i)

Contrapositive of the statement:If a dog will bite then the dog is not barking.

Q. Statement: Beware of dogs, our dogs do not bark, but they are trained to distinguish between genuine guests and intruders.
Assumptions:
I. Barking dogs bite rarely.
II. Our dogs could be dangerous for intruders.

Q. In the following question, two statements are given followed by two canclusions I and II. You have to consider the two statements to be true even if they seem to be at variance from commonly known facts You have to decide which of the given conclusions if any, follow from the give statements.

Statement
Some dogs bark.
All dogs bite.

Conclusions
I. Those dogs who do not bark also bite.
II. Those dogs who do not bark do not necessarily bite.

Q. Choose the conclusion for the given statements

Statements : Some dogs bark.
All dogs bite.

State the type of the underlined adverb.

“Barking dogs seldom bite,” said my teacher.

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