If - A - B - means B is father of A - A - B - means -A is wife of B - and A - B - means A is brother of B- then what is the relation of J with - J - H - R - L - -A- Daughter-in-lawB- DaughterC- Sister-in-lawD- Cannot be determinedE- None of these

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Quantitative Aptitude

Three Sets Venn Diagram

If ' A × B ' ...

Question

If $^{'} A \times B^{'}$ means B is father of A, $^{'} A + B^{'}$ means 'A is wife of B' and ' $A \div B$ ' means A is brother of B, then what is the relation of J with
$^{'} J + H \div R \times L^{'}$ ?

Daughter

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Daughter-in-law

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Sister-in-law

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Cannot be determined

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None of these

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Solution

The correct option is B Daughter-in-law

J is the wife of H, the brother of R.
L is the father of H and R.
Therefore, J is the daughter-in-law of L.

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Similar questions

^{'} A \times B^{'}

means 'B is the father of A'.

^{'} A + B^{'}

means 'A is the wife of B'.

^{'} A \div B^{'}

means 'A is the brother of B'.
What is the relation of J with L in

^{'} J + H \div R \times L^{'}

Q. These questions are based on the following information.
(i)

^{'} A \times B^{'}

means 'A is the mother of B'.
(ii)

^{'} A \div B^{'}

means 'A is the brother of B'.
(iii)

^{'} A + B^{'}

means 'A is the son of B'.
(iv)

^{'} A - B^{'}

means 'A is the wife of B'.
In

^{'} J - T \div K + F^{'}

, how is F related to J?

Q. Directions: Read the following information carefully and answer the questions given below it.
(i)

^{'} A - B^{'}

means 'A is the sister of B'.
(ii)

^{'} A \times B^{'}

means 'A is the husband of B'.
(iii)

^{'} A \div B^{'}

means 'B is the brother of A'.
(iv)

^{'} A + B^{'}

means 'B is the mother of A'.
If

^{'} P + Q - R \div S \times T^{'}

, then R is T's

Q. Study the following information carefully to answer these questions.

A $ B

means A is the wife of B.

A # B

means A is the son of B.

A % B

means A is the father of B.

A * B

means A is the sister of B.
In

^{'} H * T # F % L^{'}

, how is H related to L?

Q. Read the following information carefully and answer the questions which follow.
(i)

^{'} A \times B^{'}

means 'A is the wife of B'.
(ii)

^{'} A + B^{'}

means 'A is the brother of B'.
(iii)

^{'} A \div B^{'}

means 'A is the daughter of B'.
(iv)

^{'} A - B^{'}

means 'A is the son of B'.
How is T related to P, if

^{'} P \times Q - T + R^{'}

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If ′A×B′ means B is father of A, ′A+B′ means 'A is wife of B' and 'A÷B' means A is brother of B, then what is the relation of J with ′J+H÷R×L′?

The correct option is B Daughter-in-law J is the wife of H, the brother of R. L is the father of H and R. Therefore, J is the daughter-in-law of L.

If $^{'} A \times B^{'}$ means B is father of A, $^{'} A + B^{'}$ means 'A is wife of B' and ' $A \div B$ ' means A is brother of B, then what is the relation of J with
$^{'} J + H \div R \times L^{'}$ ?

The correct option is B Daughter-in-law

J is the wife of H, the brother of R.
L is the father of H and R.
Therefore, J is the daughter-in-law of L.