Question

If I go to market,then I buy a pen what is the Converse and contrapositive of this statement?

Answer 1

Converse

If I buy a pen then I go to market.

Contrapositive

If I do not buy a pen then I did not go to market.

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By the way this question is from Maths chapter called Mathematical Reasoning and not Computer Science

Answer 2

Answer:

• Converse statement : If I buy a pen then I go to market.
• Contrapositive statement : If I do not buy a pen then I did not go to market.

Explanation:

The statement given is:

If I go to market,then I buy a pen

• p : I Go to market
• q : I buy a pen

The given statement in symbolic form If p, then q (p → q)

Converse : If q, then p

• By switching the hypothesis and the conclusion the converse statement is formed.
• The statement q is written first and then the statement p is written.

If I buy a pen then I go to market.

Contrapositive : If not q, then not p

• The opposition of the two statements p and q are considered. In which the original statements of p and q are switched.
• The opposition statement of q is written first and then the opposition of statement p is written.

If I do not buy a pen then I did not go to market.

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