@raopradeep said:there are N men sitting around acircular table at N distinct points . every possible pair of men except the ones sitting adjacent to each other sings a 2 minute song one pair after other. of total time taken is 88 min. find N ?810911
three variables x,y,z have a sum of 30. all three of them are non-negative integers . if any two integers dont have same value and exactly one variable has a value equal or less than three .find number of possible solutiins
@veertamizhan said:@scrabbler yes, the answer is 4. how did you go about this question? why is the angle on the base 90?
@raopradeep said:zada has to distribute 15 choclates among her 5 kids(a,b,c,d,e) . such that "a" gets atleast 3 and at most 5 chocolates .in how many ways she can do this ?49577417435
@Jackson1 said:C(15,3)+C(14,3)+C(13,3)????but i am getting a very big answer from this...i)let a gets 3 chocosso b+c+d+e=12combinations: C(15,3)ii)when a gets 4 chocos so b+c+d+e=11combinations: C(14,3)iii)when a gets 5 chocos so b+c+d+e=10combinations: C(13,3)
@raopradeep said:bhai oa is 435solve kar sayad 435 hi aa raha hai
@raopradeep how do u select 0
question says we have to select
its a subset but not selecting 0 is not selection
hope i am right ???
@raopradeep said:@techsurge 15c0 hoga to 4944 aayega question me bola hai not more than 5 but selecting 0 items doesnt make subset i think
@techsurge said:@raopradeep how do u select 0question says we have to select its a subset but not selecting 0 is not selection hope i am right ???
@techsurge said:@raopradeep how do u select 0question says we have to select its a subset but not selecting 0 is not selection hope i am right ???
@raopradeep said:bhai oa is 435 solve kar sayad 435 hi aa raha hai
@Dexian said:nah kafi bada number aa raha hai is se to..........15c3 is bigger than this...
@Jackson1 said:bada aa rha hai...mere solution wo cases bhi include hai jab any kid can get 0 chocos also...is there any condition in question that each kid should get atleast 1 chocolate????
if xy is a 2 digit number andd u,v,x,y are digits then find the number of solutions of the eqtn (xy)^2 =u!+v
@raopradeep said:if xy is a 2 digit number andd u,v,x,y are digits then find the number of solutions of the eqtn (xy)^2 =u!+v2305i am getting one of them is 11 plz find other 2
@raopradeep said:three variables x,y,z have a sum of 30. all three of them are non-negative integers . if any two integers dont have same value and exactly one variable has a value equal or less than three .find number of possible solutiins9828568294