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The converse of the statement "If x in A...

The converse of the statement "If `x in A cup B` then `x in A` or `x in B`" is

A

if `x in A` or `x in B` then `x in A cup B`

B

If `x !in A cup B` then `x !in A` and `x !in B`

C

If `x !in A` and `x !in B` then `x !in A cup B`

D

If `x !in A` and `x !in B` then `x in A cup B`

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The correct Answer is:
A
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DIPTI PUBLICATION ( AP EAMET)-MATHEMATICAL REASONING [APPENDIX - 4]-Exercise
  1. The inverse of "if a polygon is a square then it is rectangle" is

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  2. The contrapositive of "if a polygon is a square then it is a rectangle...

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  3. The converse of the statement "If x in A cup B then x in A or x in B" ...

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  4. The inverse of "if x in A cup B then x in A or x in B", is

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  5. The contrapositive of "if x in A cup B then x in A or x in B", is

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  6. The converse of "if x in A cap B then x in A and x in B", is

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  7. The inverse of ct^(2) "if x in A cap B then x in A and x in B", is

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  8. The contrapositive of "if x in A cap B then x in A and x in B", is

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  9. The converse of "if x^(2) = 1 then x = 1" is

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  10. The inverse of "if x^(2) = 1 then x = 1" is

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  11. The contrapositive of "if x^(2) = 1 then x = 1 " is

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  12. The converse of "if x has courage then x will win", is

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  13. The inverse of "if x has courage then x will win", is

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  14. The contrapositive of "if x has courage then x will win", is

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  15. The converse of "if x is healthy then x is wealthy", is

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  16. The inverse of "if x is healthy then x is wealthy", is

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  17. The contrapositive of "if x is healthy then x is wealthy", is

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  18. The converse of "if x is old then x is clever", is

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  19. The inverse of "if x is old then x is clever", is

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  20. The contrapositive of "if x is old then x is clever", is

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