ShoutBox (Part 1)

Jobs & Careers
20796
@MI8888 said:
i dont WWB aur BWW mein difference hona chhaiye...koi bhi square select karne pe you remove one row and one column i.e. total 7 squares of both colours
32*25*18/2 hi hona chhaiye humesha
Kar ke dekho :mg: aur 16 hai, 18 nai.
20797
@Brooklyn said:
u takin which whey protein ??
chocolate flavored.. post work out .. ab naam waam nahi pata .. :P
20798
@ankita14 said:
16 hai baccha
Okay.. mommy!
20799
@hanushanand said:
Sirjee.. mera abhi bhi 18 hi aa rha hai.. (3rd time) .. aap confirm karo!
Even my mind found it tough to accept its 16 .. sadly its 16 only 😁 just draw it and check , you will know the catch 😃
20800
@YouMadFellow said:
ooops.. maggi itna tasty tha ki galat post ko quote kar diya ...
@Vascent :refer my last post for the reply
lol seen it, liked it , :P
20801
@YouMadFellow said:
chocolate flavored.. post work out .. ab naam waam nahi pata ..
Try isoprotein-zero carbs. A lil expensive but pretty good and whey in the purest form.
20802
@ankita14 said:
Kar ke dekho aur 16 hai, 18 nai.
answer possible hai wrong ho mera...but I'm not able to understand why people are discussing cases over here....WBW ho ya WWB matter nahi karna chhaiye ... IMO
20803
@naga25french said:
Even my mind found it tough to accept its 16 .. sadly its 16 only just draw it and check , you will know the catch
I have been drawing it for 5 times now! Never mind.. i'll try it after dinner again.. I'll get it when i'll get it! 😛 Thanks!
20804
@MI8888 said:
answer possible hai wrong ho...but I'm not able to understand why people are discussing cases over here....WBW ho ya WWB matter nahi karna chhaiye ... IMO
16 hi hai :splat: draw and see. Ans alag aa raha hai. Karke dekho.
20805
Let f(x) = ax^2 €“ b |x|, where a and b are constants. Then at x = 0, f(x) is
(1) maximized whenever a> 0, b >0
(2) maximized whenever a > 0, b
(3) minimized whenever a > 0, b > 0
(4) minimized whenever a > 0, b

Can someone explain the answer ?
20806
@seetharam7 said:
Let f(x) = ax^2 €“ b |x|, where a and b are constants. Then at x = 0, f(x) is
(1) maximized whenever a> 0, b >0
(2) maximized whenever a > 0, b
(3) minimized whenever a > 0, b > 0
(4) minimized whenever a > 0, b
Can someone explain the answer ?
Is the answer (4) .. I made graph..
20807
@seetharam7 said:
Let f(x) = ax^2 €“ b |x|, where a and b are constants. Then at x = 0, f(x) is
(1) maximized whenever a> 0, b >0
(2) maximized whenever a > 0, b
(3) minimized whenever a > 0, b > 0
(4) minimized whenever a > 0, b
Can someone explain the answer ?
At x=0?
20808
@YouMadFellow said:
Is the answer (4) .. I made graph..
Isn't f(x) 0 at x =0:splat:
20809
@ankita14 @YouMadFellow
Its a CAT 2004 question. Answer is option 4.

Refer question 53


Can someone explain it to me without graphs ?
20810
@ankita14 said:
Isn't f(x) 0 at x =0
Ya, so ? .. Make 0 the minimum value of f(x) .. It will be when a>0 and b
20811
@ankita14 said:
Isn't f(x) 0 at x =0
I was thinking the same thing. But there is no option like that.
20812
@YouMadFellow said:
Is the answer (4) .. I made graph..
Oh I got the question now :lookround:
20813
@hanushanand @ankita14
There is only 1 answer to the question. The flaw is in the way counting is being done given the order. (Best way to go about it is to select a black first)
Will get back to this and explain. Off to a vacation for now.
20814
@seetharam7 said:
I was thinking the same thing. But there is no option like that.
I got it now. It means that for what values of a and b does f(x) has the max or min value at 0 of 0 :p
20815
@seetharam7 said:
Let f(x) = ax^2 €“ b |x|, where a and b are constants. Then at x = 0, f(x) is
(1) maximized whenever a> 0, b >0
(2) maximized whenever a > 0, b
(3) minimized whenever a > 0, b > 0
(4) minimized whenever a > 0, b
Can someone explain the answer ?
when x=0, f(x) =0. if a>0 and b