## 10930 - A-Sequence

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TISARKER
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### 10930 - A-Sequence

I can not clearly understand problem.
I can not understand [quote]"earlier terms of the sequence"[/quote]
Plase clarify me with example.
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Emilio
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earlier terms of the sequence
Let be a sequence a1, a2, ..., an
The earlier terms of an element ak, 1<=k<=n, there are the terms, a1, a2, ..., a(k-1)

Example:

1 2 3 9

The earlier terms of 1 is nothing.
The earlier terms of 2 is 1.
The earlier terms of 3 are 1,2.
The earlier terms of 9 are 1,2,3.

TISARKER
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What is the correct output for the following input.

Code: Select all

``````5 1 2 4 8 12
5 1 5 7 9 12
5 10 11 12 13 21
5 1 2 4 12 8``````
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Jan
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Output:

Code: Select all

``````Case #1: 1 2 4 8 12
This is not an A-sequence.
Case #2: 1 5 7 9 12
This is not an A-sequence.
Case #3: 10 11 12 13 21
This is not an A-sequence.
Case #4: 1 2 4 12 8
This is not an A-sequence.``````
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TISARKER
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But Yet I am getting wrong answer.
Where is the problem?.
Sorry for my posting code.

Code: Select all

``````Remove After getting Accepted.
``````
Last edited by TISARKER on Sun Oct 09, 2005 12:20 pm, edited 2 times in total.
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Jan
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Code: Select all

``````1. Take the input and print them.
2. Check a number is greater than the previous one.
3. Check duplicates.
4. Check the sum.``````
'Edited' - The input set is updated.
Last edited by Jan on Mon Nov 14, 2005 10:17 pm, edited 1 time in total.
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TISARKER
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Jan wrote:Just follow the algorithm ->

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``````1. Take the input and print them.
2. Sort the values.
3. Check duplicates.
4. Check the sum.``````
My another question
Remove my question after getting a sense
Last edited by TISARKER on Sun Oct 09, 2005 11:27 am, edited 1 time in total.
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Jan
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Code: Select all

``````5 1 2 4 12 8
Now after sorting you get
1 2 4 8 12
....
Here you can make 12 by summing 8 and 4
....
So,
Output will be
This is not an A-sequence.
``````
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Per
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Jan wrote:Just follow the algorithm ->

Code: Select all

``````1. Take the input and print them.
2. Sort the values.
3. Check duplicates.
4. Check the sum.``````
If the values are not sorted already, the input is not an A-sequence.

Your algorithm will say that "2 1" is an A-sequence, which it is not.

TISARKER
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My algorithm for each sequence is bellow.
1. Take the input and print them.
2.
a)If evry ak>a1..ak-1 then continue next.
b)Otherwise print the input is not an A-sequence.
3.
a)Check the sum for all possible 2 or more sequential terms a1..ak-1.
b).If (sum==ak)print the input is not an A-sequence.
5.printf input is an A-sequence.
According to my algorithm my code is given above post.
If my algorithm is correct where is the problem?.
I am hopeless for my performance.
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Jan
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Per, I have got many WA's in this problem. I checked if the current value is greater than the previous one, otherwise print 'not A-sequence'.

After many WA's I have changed my code. After printing, I sort the values. And then the rest was same. The only difference was sorting. And I got Accepted. So, My code returns 'A-sequence' when the input is 2 1.
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little joey
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TISARKER, your step 3a is wrong, the terms to be summed don't have to be sequential:

Code: Select all

``6 1 2 4 8 16 21``
is not an A-sequence because 21=1+4+16.

Jan, that's very strange. Are you shure you didn't change anything else when you added the sorting step? Per's approach is the only correct one and anything else should get WA, or else the input is too weak.

Jan
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Just try the input.

Input:

Code: Select all

``5 1 3 5 7 13``

Code: Select all

``````Case #1: 1 3 5 7 13
This is not an A-sequence.``````
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Jan
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