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Question

The converse of “if in a triangle ABC, AB =AC then straight angle B equals straight angle C to the power of ′′ is

  1. If in a triangle A B C comma straight angle B equals straight angle C text  then  end text A B equals A C
  2. If in a triangle A B C comma A B not equal to A C comma text  then  end text straight angle B not equal to straight angle C
  3. If in a triangle A B C comma straight angle B not equal to straight angle C text  then  end text A B not equal to A C
  4. If in a triangle A B C comma straight angle B not equal to straight angle C comma text  then  end text A B equals A C

hintHint:

Let p -> q is the relation. Then, the converse of the relation becomes q -> p.

The correct answer is: If in a triangle A B C comma straight angle B equals straight angle C text  then  end text A B equals A C


    Given That:
    The converse of “if in a triangle ABC, AB =AC then straight angle B equals straight angle C to the power of ′′ is
    >>> Let p -> q is the relation. Then, the converse of the relation becomes q -> p.
    >>> Similarly, here p is AB = AC and q =  straight angle B equals straight angle C to the power of ′′
    >>> Hence, the converse becomes :
      In a triangle ABC, if  straight angle B equals straight angle C to the power of ′′ then AB = AC.

    Converse of “if in a triangle ABC, AB =AC then straight angle B equals straight angle C to the power of ′′   is In a triangle ABC, if  straight angle B equals straight angle C to the power of ′′ then AB = AC.

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