Question : Directions: If G = E < D < R and E = Y > K > Q, then which of the following options is NOT correct?
Option 1: G < Q
Option 2: R > Q
Option 3: G < R
Option 4: Y < R
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Correct Answer: G < Q
Solution : Given: (I) G = E < D < R (II) E = Y > K > Q
By comparing the equations (I) and (II), we get→R > D > G = E = Y > K > Q Let's check each option – First option: G < Q From the equation, it is evident that G = E and E is greater than Q which means G is greater than Q. So, this is incorrect. Second option: R > Q From the equation, it is evident that G = E, R is greater than G and E is greater than Q. So, R is greater than Q is correct. Third option: G < R From the equation, it is evident that G = E and R is greater than G. So, this is correct. Fourth option: Y < R From the equation, it is evident that G = E and Y and R is greater than G. So, R is greater than Y is correct.
So, only the first option doesn't satisfy the equation. Hence, the first option is correct.
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Question : Directions: If Z = U = R < Q < G = D > H > A, then which of the following options is NOT correct?
Option 1: A < G
Option 2: G > H
Option 3: Z = Q
Option 4: Q > U
Question : Direction: If Z = Y > R = M and G > H = Z = Q, then which of the following options is NOT correct?
Option 1: H = Y
Option 2: G > Q
Option 3: R > Z
Option 4: Q > R
Question : Directions: If H < E = D < P and C = E > Z = Q, then which of the following options is NOT correct?
Option 1: D > H
Option 2: P > Z
Option 3: P = Q
Option 4: D = C
Question : Directions: If N > H > Q = X and H = F = C < T, then which of the following options is NOT correct?
Option 1: C < X
Option 2: Q < C
Option 3: H < T
Option 4: N > X
Question : Directions: If U = M > J = R and J = S < T, then which of the following options is NOT correct?
Option 1: M > T
Option 2: J < U
Option 3: J < T
Option 4: R = S
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