bro make your kata a bit easier

I think you mean "wh4t"

what

hard for me :(

In your last example {1,2,3,4,5,6} the answer is -1 because you can not select one position and have both sides equal the same number. In your answer ({1,2,3} = {6} => 1) you have chosen to select 2 positions to work around rather than one: position 3 and 4. I have no idea where you got the number 1 for that answer, but the answer is -1 because you can not select one position where both sides are equal.

As for your original question: ({2824, 1774, -1490, -9084, -9696, 23094} => 1 how is that happen?), let's take a look at the answer.

You have {2824, 1774, -1490, -9084, -9696, 23094}.
You have to select a position where both sides are equal.
Let's start with position 0
At position 0 the number is 2824, to the left of position 0 is {} (we count this as a 0), and to the right of it is {1774, -1490, -9084, -9696, 23094} (sum of these = 4598)
We compare the sums: 0 != 4598 so this is not our answer.
Next is position 1
At position 1 we have 1774, to the left of position is {2824} (sum = 2824), and to the right of position 1 is {-1490, -9084, -9696, 23094} (sum = 2824)
We compare the sums: 2824 == 2824 so this IS our answer!
We return position 1 as our correct answer.

If you have any other difficulties understanding this problem let me know and I'll see if I can set you straight.

Im having a difficulty in the instruction
{2824, 1774, -1490, -9084, -9696, 23094} => 1
how is that happen?

you say {1,100,50,-51,1,1} => 1
because {1} = {50,-51,1,1} => 1

AND

{1,2,3,4,3,2,1} => 3
because {1,2,3} = {3,2,1} => 3

So why {1,2,3,4,5,6} => -1?
{1,2,3} = {6} => 1 right?