Question
The ratio of speeds of A and B is 3:4 and B takes 12
minutes less than A to reach the destination, how many hours will it take to reach the same place? type-sscSolution
The ratio of speed A and B = 3:4 the ratio of time A and B = 4:3 ATQ-B takes 15 minutes less than A. 1 = 12 3 = 12×3 = 36 minute = 36/60 hours =3/5hours
How many numbers are immediately preceded and succeeded by symbol?
6 7 @ # 2 8 8 $ 5 4 % 5 ! & # * 7 * + 9
Select the option that is related to third cluster in the same way as the first cluster is related to the second cluster.
KNIFE: 45 :: NAIVE: ?
If 47 # 56 = 159 and 28 # 38 = 104, then 35 # 49 = ?
Select the option that is related to the third number in the same way as the second number is related to the first number.
49: 49 :: 92: ?
If K = 22, KIT = 80, then ‘KITE’ will be equal to?
In the following question, select the related number from the given alternatives.
68 : 70 :: 45: ?
Select the option that is related to the third letter-cluster in the same way as the second letter-cluster is related to the first letter cluster.
...If 45 @ 6 = 81 and 78 @ 9 = 159, then 115 @ 11 = ?
Select the option that is related to third letter- cluster in the same way as the second – letter cluster is related to the first letter- cluster.
If 5Ω9 = 90, 9Ω4 = 72 and 3Ω9 = 54, then find the value of 6Ω5 = ?
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