# Logical Reasoning :: Symbols & Notations Problems And Answers

1. Statemennts :
H & W, W % R, R @ F
Conclusions : I. R & H
II. R @ H

 A. If only conclusion I is true B. If only conclusion II is true C. If either conclusion I or conclusion II is true D. If neither conclusion I nor conclusion II is true

Explanation:
(i)  A # B ⇒ A ≥ B
(ii) A % B ⇒ A ≤ B
(iii)A @ B ⇒ A > B
(iv) A \$ B ⇒ A < B
(v)  A & B ⇒ A = B
H & W ⇒ H = w
W % R ⇒ W ≤ R
R @ F ⇒ R < F
∴ H = W ≤ R > F
Conclusions
I.  R & H ⇒ R = H : Not True
II. R @ H ⇒ R > H : Not True
R is either greater than or equal to H.

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