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Old 2009 November 4th, 10:35 AM   #1 (permalink)
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drraju's problem please solve it

1. Given three numbers m, n and p. If L.C.M of ‘m’ and ‘n’ is ‘mn’ and L.C.M of ‘n’ and ‘p’ is ‘np’, then
Col A: L.C.M of ‘m’ and ‘p’
Col B: mp


2.A computer system digit code has 5 digits. In that ‘x’ repeats once, ‘y’ repeats twice and ‘z’ repeats twice. If the system accepts this code: xyzyz and yyxzz. Then
Col A: The number of combinations possible for the system code
Col B: xxx (some value)
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Old 2009 November 4th, 11:45 AM   #2 (permalink)
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1..relationship cant be determined
2..30
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Old 2009 November 4th, 03:50 PM   #3 (permalink)
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2. 5!/2!*2!=30
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Old 2009 November 4th, 04:58 PM   #4 (permalink)
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1..relationship cant be determined
1..relationship cant be determined ..........why please explain with details clarification
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Old 2009 November 4th, 06:00 PM   #5 (permalink)
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1. if m=5 n=7 p=9
lcm of mn=35
lcm of np=63
lcm of mp=45 hence colA=colB

BUT m=6 n=7 p=8
lcm of mn=42
lcm of np=56
lcm of mp=24 which is less than 48

SO,the answer is D
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Old 2009 November 4th, 07:42 PM   #6 (permalink)
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thanks tusar
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Old 2009 November 4th, 09:16 PM   #7 (permalink)
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A "for dummies" explanation for question #2 please.
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Old 2009 November 4th, 09:53 PM   #8 (permalink)
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ohh ive read this question and ive understood it differently ...

2.A computer system digit code has 5 digits. In that ‘x’ repeats once, ‘y’ repeats twice and ‘z’ repeats twice. If the system accepts this code: xyzyz and yyxzz. Then
Col A: The number of combinations possible for the system code
Col B: xxx (some value)



i thought that ......If the system accepts this code: xyzyz and yyxzz... just accept this 2 codes ... so my calculation was 2C1*2C1*1C1 =4*2 =8....
but now iam gettin the real question thats just examples for the combination... to alex1880.... you have 5 digits,
so for the first choice u have 5 places
for the second u have 4 choices
and so on ....5!
now u have to divide by 2! because the letter y repeats twice (2)
and the same for the letter z
then u get this result 5!/(2!*2!) = 30
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Old 2009 November 5th, 04:23 PM   #9 (permalink)
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Thanks Curly
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