Complexity theory – NP hard or not: two partitions with finite irrational input

Given a sentence $ N $ with n + 2 numbers,

The first n numbers are positive and rational, the sum of which is 1

The n + 1st number is $ sqrt {2} $

The n + 2nd number is $ 2- sqrt {2} $

Determine if we can find a subset of N so that the sum of the subset is 3/2.

I come across this problem from the referee who has been arguing it ever since $ sqrt {2} $ is irrational, I shouldn't reduce it from a two partition problem.

May I have your comments and a reference book so I can go into the fact that this is still a NP-difficult problem.

What kind of laptop hard drive connector is it?

Hard drive photo I am trying to retrieve data from a 2.5 inch hard drive from an old laptop. The hard drive is the model: WDS-2120

It looks like a standard mini IDE hard drive, except that it only has 40 pins, then one break, and 8 additional pins. I would guess these 8 for jumpers.
Instead of the normal missing 20 pin, the missing pin is in position 17.

Any suggestions for an adapter or the name of this connector type?

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Complex Analysis – Are two analysis functions the same if they are the same at the border of an open hard drive?

To let $ D $ be the open hard drive in $ mathbb {C} $ with origin $ 0 $ and radius $ 1 $,

To let $ f, g: overline {D} to mathbb {C} $ be continuous functions so that $ f $ and $ g $ are analytical on $ D $ and so that $ f = g $ on $ S ^ 1 = {z in mathbb {C}: | z | = 1 } $, Can I conclude from this? $ f = g $ on $ D $ also?

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Linux – Is it possible to give priority to write more than read hard drives?

we have hadoop Clusters, with data nodes machines that have HDFS file system

We want to give media priority over writing rather than reading on media

We are reading the – Using the Deadline IO Scheduler (https://access.redhat.com/solutions/32376)

but not clear how to use this configuration (Deadline IO Scheduler) to give more write Priority then read ?

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This can help us with this question

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