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L born on the even number date but in the month having 31 days but not in January. Only one person born between N and L, who likes ICAR. L born before N. So, N and M born on 6th August and 6th June respectively. Only three persons born between K and the one who likes Graphic era. K born in the month having 30 days but not on the last day of the month. We will have two cases: K born either on 19th June or 19th November and the one who likes born either on 19th November or 19th June. More than two persons born between L and M. So, M born on 6th November. Only two persons born between M and H, who likes DAV. Only one person born between the one who likes DAV and the one who likes FRI. So, H born on 19th August and the one who likes DAV born either on 6th January or 19th November. Only one person born between the one who likes FIT and the one who likes Graphic era. The one who likes FIT born on 19th January but case 1 will get discarded as we cannot place the one who likes FIT.
I and J born in the same month. J born on the even date. So, I and J born on 19th January and 6th January respectively. The one who likes CCSU born before the one who likes MIET but born after the one who likes DIT. So, The one who likes CCSU, MIET and DIT born on 6th August, 6th November and 6th January respectively. Final arrangement as shown below:
A = (9/4) × B and C = (1/12) × A. If (A + B + C) = 300, then find the value of (12C – B).
If the number 985212m8 is completely divisible by 11, then the smallest whole number in place of ‘m’ would be:
Find the average of first 20 whole numbers.
A number leaves a remainder of 17 when divided by 23. What will be the remainder when three times that number is divided by 23?
Find the largest three-digit number that leaves '3', '4' and '5' as remainder when it is divided by '7', '8' and '9', respectively.
There are three numbers 'a', 'b' and 'c' (a < b < c) such that 'b' is equal to the average of 'a' and 'c'. 70% of 'c' is equal to 'a' and the difference...
How many two-digit even numbers can be formed using the digits 3, 4, 5, 7, and 8, ensuring that no digit is repeated?
The sum of three consecutive odd natural numbers each divisible by 3 is 81. Which number is the largest number among the three numbers?
When a number ‘N’ is divided by 40, the quotient is 70% more than the divisor and the remainder is 90% of the divisor. Find the value of ‘N’.