Question
I. x3 = 1728 II. y2 β 15y
+ 56 = 0 In the following questions, two equations numbered I and II are given. You have to solve both the equations and give answer:Solution
I. x3Β = 1728 => x = 12 II. y2Β β 15y + 56 = 0 => y2Β β 7y β 8y + 56 = 0 => y(y β 7) β 8(y β 7) = 0 => (y β 7) (y β 8) = 0 => y = 7, 8 Hence, x > y.
How many persons live between V and Y?
How many floors are there between Friend of P and the person who lives on the second floor of the building?
Who among the following lives at the topmost floor?Β
What is the code for the word βBeβ?
On which of the following day A celebrated the festival?
---------- lives on floor---------Β in flat 3.
Five persons J, K, L, M, and N, live on five different floors of a building such that bottommost floor is numbered as 1, the floor immediately above it ...
Statements:
U > R β₯ T = S > P; T < Q > C < M
Conclusions:
I). Β U < Q
II). Β Q > P
...Which of the following statement is true?
Who visits just before the one who has White?