number systems Model Questions & Answers, Practice Test for ibps so prelims
If k is any even positive integer, then $(k^2 + 2k)$ is
Answer: (a)
If k is any even positive integer, then $(k^2 + 2k)$ is divisible by 8 but may not be divisible by 24.
Let k = 2m, m ∈ N, then
$k^2 + k.2 = 4m^2 + 4m = 4m (m + 1)$
which is divisible by 4.
There are 12 dozen mangoes in a box. If there are 43 such boxes, how many mangoes are there in all the boxes together?
Answer: (b)
Number of mangoes = 12 dozens
= 12 × 12 = 144
∴ Number of mangoes in 43 boxes
= 43 × 144 = 6192
A number divides 12288, 28200 and 44333 so as to leave the same remainder in each case. What is that number ?
Answer: (b)
The greatest number that divide 28200, 44333 and 12288 is the H.C.F. of (28200 – 12288, 44333 – 28200, 44333 – 12288) = H.C.F of (15912, 16133, 32045) = 121.
The last digit of the LCM of $(3^2003 – 1)$ and $(3^2003 + 1)$ is
Answer: (a)
The given numbers are two consecutive even numbers, so their HCF = 2
Now, using LCM × HCF = Product of two numbers
LCM × 2 = (…6) × (…8)
It can be seen now that the unit digit of LCM = 4
Three girls start jogging from the same point around a circular track and they complete one round in 24 seconds, 36 seconds and 48 seconds respectively. After how much time will they meet at one point?
Answer: (b)
Required time
= L.C.M of 24, 36 and 48
= 144 seconds = 2 minutes 24 seconds
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