Statements: M # N, T $ U, N # U

Conclusions:

I. M ? T

II. T $ N

Only conclusion I is true

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Only conclusion II is true

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Either conclusion I or II is true

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Neither conclusion I nor II is true

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Both conclusions I and II are true

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Solution

The correct option is B
Only conclusion II is true

$\begin{matrix} S y m b o l & R e p r e s e n t s : $ & > @ & \geq * & = # & < ? & \leq \end{matrix}$

We get, M < N < U < T. Hence, only conclusion II is true.

Suggest Corrections

Similar questions

X \geq W < D = U \geq R

X < U

R > W

Statements: W $δ$ U, U @ G, G $$$ M

Conclusions:

I. M * U

II. G * W

Statements: X # P, P @ F, F * M
Conclusions:
I. M $ P
II. P * M

Conclusions:
I. B # W
II. W $ B

Conclusions:

I. G @ M

II. G @ E

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