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E + I = O*. Hence, conclusion I will not follow. Some desks are tables (I) + All tables are chairs (A) ⇒ Some desks are chairs (I) + Some chairs are benches (I) ⇒ No conclusion. Hence, conclusion III will not follow. Some desks are tables (I) + All tables are chairs (A) ⇒ Some desks are chairs (I). Hence, conclusion III will follow. No stool is a desk (E) ⇒ conversion ⇒ Some desks are not stools (O) ⇒ probable conclusion ⇒ Some desks may not be stools (I). Hence, conclusion IV will follow.
If J & I @ H + G is true then, how is G related to J?
If J * K $ L % M @ N % Q is true then how is J related to Q?
A # B means ‘A is the brother of B’
A @ B means ‘A is the daughter of B’
A & B means ‘A is the husband of B’
Which of the following is definitely true for B + C - D ÷ E + F - G ?
In expression ‘D & E $ F # G @ H & I $ J’ how is J related to F?