find sum of the series 1-3+5-7+9-11+................ to n terms is
The number of common terms in the two sequences 17, 21, 25, … , 417 and 16, 21, 26, … , 466 is
Among all the convex polygons with N sides , the maximum no. of points of intersection of the diagonals inside the polygon is 495. the value of N is.
P(a,b)={ P(a-b,a) if a>=b ; a when a<b}. it is given that P(a,7)=4; P(a,11)=6; P(a,13)=3 }. if 'a' is a positive integer between 2000 and 3000, find the value of P(a,17).
How to find the right most non-zero digit of 15! ?
The product of any 8 consecutive natural no. Is always divisible by
- 1320
- 40320
- 5880
- Cbd
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Approach please
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The number of ways in which threee distinct numbers in an AP can be selected from {1,2,3,4...,24} is ?
_/\_ cat17 mata ki jai!! 😂😂 Answer is 3:20 a.m.
If A, then B.
If B, then C.
If C, then D.
If all of the statements above are true, which of the following must also be true?
(A) If D, then A.
(B) If not B, then not C.
(C) If not D, then not A.
(D) If D, then E.
(E) If not A, then not D.
Anyone has any source of IMS 2016 mock questions?
Anybody is having aimcat 2015 solution in PDF.?
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You are given RED and GREEN buttons. You have to arrange them in a sequence that satisfies the following criteria:
1. There should be at least one button of each colour
2. In any set of consecutive 6 buttons , the buttons on either sides of that set must be of the same colour.
3. In any set of consecutive 9 buttons , the buttons on either sides of that set must be of the different colour.
Arrange maximum number of buttons satisfying these criteria..
the number of balls is finite
if the minute and hour hands are identical in a clock, given that the person checks the time at only integral values of minutes, how many times a day is a person not able to find the right time?
logA + logB +logC)/log6=6; find how many possible solution exist.
the 288th term of the series a,b,b,c,c,c,d,d,d,d,e,e,e,e,e... is