RIDDLES -- Dimag ki batti jalao

jakhar77 said:
How was it calculated, formula?

PS: I was and am still weak in maths. :)
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Suppose she carries x number of Roties.

x-x/3=2x/3-2x/9=4x/9-4x/27=8x/27

So 8x/27 = should be a a smallest number divisible by three and eight both and that is 24.

8x/27=24 or x = 24X27/8 or 648/8=81

Therefore x=81.
 
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this thread is silent for last 2and half months
try this one
एक गुरु के तीन चेले बड़े तेज और बुद्धिमान थे , तीनु चेलो म बहस होगी की सबते हुशियार और बुद्धिमान कोण है , वे अपने गुरु धोरे गए और पूछा की गुरु जी बताओ महारे म ते कोनसा सबते बुद्धिमान से , गुरु ने कहा की बैठ जाओ और बताया की मै थारी आँख आँख बंद करके तीनु के माथे पे काले या पीले रंग की बिंदी लगाऊँगा , फेर आँख खोल दूंगा और जिसने पीले रंग बिंदी बचे हुए दोनुवा मे कोइसे के भी या दोनुवा के माथे पे दिखे से उसने हाथ थाना पड़ेगा (हाथ ठान मे या न ठान मे झूठ नहीं चलेगा) इस्स हाथ ठान के एक्शन के बाद जो सबते पहला अपने माथे की बिंदी रंग सही बतावेगा वो ही सबते हुशियर से ----- इसके बाद गुरुजी ने सबके माथे प पीली बिंदी ला दी तो तीनु ने अपने हाथ हाथ ठाए , थोड़ी देर म एक ने बताया की मेरे माथे पे पीली बिंदी से , गुरु जी कहा की तुहे सबते हुशियार से >>> बतावों उसने कुकर बेरा पाटया, अगर उसके माथे पे काली और बाकी के दोणु पे पीली होती तब भी तो तीनु ने ही हाथ ठाए होते
 
अगर उसके माथे पर काली और बाकी दोनों की पीली बिंदी होती तो बाकी दोनों तुरंत समझ जाते और अपनी बिंदी का रंग बता देते.
तीनो के माथे पर पीली बिंदी थी इसीलिए सब कन्फ्यूजन मे थे. उसने इसी बात का फायदा उठाया और सबसे पहले बता दिया.
 
htomar said:
अगर उसके माथे पर काली और बाकी दोनों की पीली बिंदी होती तो बाकी दोनों तुरंत समझ जाते और अपनी बिंदी का रंग बता देते.
तीनो के माथे पर पीली बिंदी थी इसीलिए सब कन्फ्यूजन मे थे. उसने इसी बात का फायदा उठाया और सबसे पहले बता दिया.
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nicely explained tomar bhai
now other two didnt agrre with this and asked for one more test, this time guru ji show them three black and two white caps, and asked them close the eyes. he puts three caps (any 3 from 5) on each head. and asked the colour of indl cap colour without asking any question ya hands up / any thing. the same guy told the exact rang, those two again confused.
explain the entire case logically and in simple lingo
 
sanjeev_balyan said:
nicely explained tomar bhai
now other two didnt agrre with this and asked for one more test, this time guru ji show them three black and two white caps, and asked them close the eyes. he puts three caps (any 3 from 5) on each head. and asked the colour of indl cap colour without asking any question ya hands up / any thing. the same guy told the exact rang, those two again confused.
explain the entire case logically and in simple lingo
Click to expand...
simply it seems other two guys have white caps.so he told color of his cap,black.
 
sanjeev_balyan said:
that's mean , he was guruji's feverate ?, think again dear
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Ok dear.Let me explain all possibilities... Let names of guys are A,B and C. A told the exact color.

A...................B....................C......................Outcome
1.White............White.............Black................. C easily told color of his cap
2.White...........Black.............White...................B easily told color of his cap
3.White...........Black.............Black....................B and C will be in confsion.after knowing that B is in confusion the.C tells the right color or vice versa.
4.Black............White...........White....................A easily told color of his cap
5.Black............White...........Black.....................Similar to condition 3
6.Black............Black............White....................Similar to condition 3 and 5
7.Black............Black...........Black......................All are confused.

B and C did'nt tell the clor so discard condition 1, 2 and 3..

In all other conditions A's cap color is Black.He told, so he is intelligent.
 
This question put up here is in a wrong way, the same question is with same color of caps and same number of persons, only difference is that these are standing in line where A can not see his own cap and the caps of B and C as he is in front, B can See only one cap of A as he is in middle and C who is behind of all can see the caps of A and B. When A found that B and C are in confusion he Got his right answer. Think about all combinations again. regards
 
htomar said:
Ok dear.Let me explain all possibilities... Let names of guys are A,B and C. A told the exact color.

A...................B....................C......................Outcome
1.White............White.............Black................. C easily told color of his cap
2.White...........Black.............White...................B easily told color of his cap
3.White...........Black.............Black....................B and C will be in confsion.after knowing that B is in confusion the.C tells the right color or vice versa.
4.Black............White...........White....................A easily told color of his cap
5.Black............White...........Black.....................Similar to condition 3
6.Black............Black............White....................Similar to condition 3 and 5
7.Black............Black...........Black......................All are confused.

B and C did'nt tell the clor so discard condition 1, 2 and 3..

In all other conditions A's cap color is Black.He told, so he is intelligent.
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still you have not cracked the point dear think again about yr condition 1 or 2 vs 3,
 
mere Logic kamjor ho gaya bhai....
in condition 1, A and B have white cap so C told the right color of his cap.
in condution 2, A and C have white cap so B told right color.
in condition 3. A's cap is white.B think if my cap is white colored then C should tell the right color of his cap.C also think same about B.
if C does not tell the color of his cap.it means B has Black.same for C.so i's a matter of time now.who conclude fast.

sanjeev_balyan said:
still you have not cracked the point dear think again about yr condition 1 or 2 vs 3,
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Solution:


A
B
C
outcome
Condition 1
Black
white
Black
If A had white cap, C clearly would have told that he has Black cap. But C got confused and A has noticed the confusion and told the exact answer.
Condition 2
Black
Black
White
If A had white cap, B clearly would have told that he has Black cap. But B got confused and A has noticed the confusion and told the exact answer.
Condition 3
Black
white
White
As B and C are having white colour Cap. A understood what colour he is having.
 
इस थ्रेड का नाम "दिमाग की बत्ती जलाओ" नहीं.... "दिमाग की दही करवाओ" होना चाहिए........
 
Keep On trying and keep concluding, If all can see the cap of other two, any one among three can be intelligent untill conditions are not applied. Think again with different prospectives after applying conditions.
 
htomar said:
mere Logic kamjor ho gaya bhai....
in condition 1, A and B have white cap so C told the right color of his cap.
in condution 2, A and C have white cap so B told right color.
in condition 3. A's cap is white.B think if my cap is white colored then C should tell the right color of his cap.C also think same about B.
if C does not tell the color of his cap.it means B has Black.same for C.so i's a matter of time now.who conclude fast.
Click to expand...

Daer tomar
u have done the postmortem correctly, but हथोड़ा सही जगह नहीं मारा गुरुजी की साइड से सोचो , वो कोई एस्सी कंडिशन नहीं दे सकता जिसमे सभी के बराबर चान्स जीतने का न हो , नहीं तो कोई से को एडवांटेज मिल जाएगा
इसका मतलब है
1. गुरुजी 2 सफ़ेद टोपी नहीं परयोग कर सकता , नहीं तो तीसरा (जो 2 सफ़ेद देख रहा है ) फट से जबाब दे देगा , इसका मतलब 2 सफ़ेद out of question
2. अगर गुरुजी 1 सफ़ेद पहनाता है तो , दोनों काले वालों को एडवांटेज मिलेगा , जो आपने कंडिशन 3 मे बता ही दिया (( एक काले वाला चुप से, तो दूसरा समझ जागा की मेरी सफ़ेद नहीं हो सकती (नहीं तो वो फट देसी जबाब दे देता ))
इसलिए एक सफ़ेद पहनना भी फेयर डिस्ट्रिब्यूशन नहीं है ,
जितने वाले बंदे ने ये सब सोचा और कॉन्फिडेंट हो गया की हमारा गुरुजी एस्सा नहीं कर सकता की वो सफ़ेद टोपी पहनाए और तुरंत उत्तर दे दिया “काला”
उम्मीद है कि अपनी भाषा मे सही समझा पाया
 
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