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if it is a whole number then it is an integer write the converse inverse and contrapositive​

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Answer with Step-by-step explanation:

Given:

Conditional Statement  (If p, then q):

  • If it is a whole number, then it is an integer.

Where:

  • p is the hypothesis  (it is a whole number)
  • q is the conclusion  (it is an integer)  

Converse  (If q, then p)

  • If it is an integer, then it is a whole number.

Inverse (If not p, then not q):

  • If it is not a whole number, then it is not an integer.

Contrapositive  (If not q, then not p):

  • If it is not an integer, then it is not a whole number.

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