subsec ollars, racks. The things structure a rectangular network: there are nshelves altogether, a cisely kitems. We will indicate by ai,jthe cost of j-th thing (counting from the left) o ots get inquisitive and consider on the accompanying inquiry: what is the mean val I+1,... ,ai,r k iand files Isr old robots can work with entire numbers. On the off chance that the mean value tu ey separate.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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You work for a notable retail chain that utilizations driving advances and utilizes unthinking work - that is, robots!
The division you work in sells n-k
things. The main thing costs 1dollar, the subsequent thing costs 2dollars, etc: I-th thing costs idollars. The things are
arranged on racks. The things structure a rectangular network: there are nshelves altogether, and every rack
contains precisely kitems. We will indicate by ai,jthe cost of j-th thing (counting from the left) on the l-th rack, 1
Sisn,1sjsk
At times robots get inquisitive and consider on the accompanying inquiry: what is the mean value (math normal) of
things ai,l,ai,l+1,.. ,ai,r
for some rack iand files Isr
? Sadly, the old robots can work with entire numbers. On the off chance that the mean value turns out not to be a
number, they separate.
You care about robots' government assistance. You need to organize the things so that the robots can't
hypothetically break. Officially, you need to pick such a two-layered exhibit a
that:
• Each number from 1
to n-k
• (comprehensively) happens precisely once.
• For each i,lI,r
the mean cost of things from Ito ron I
• -th rack is a number.
See whether such a game plan is conceivable, and assuming it is, give any illustration of such course of action.
Transcribed Image Text:You work for a notable retail chain that utilizations driving advances and utilizes unthinking work - that is, robots! The division you work in sells n-k things. The main thing costs 1dollar, the subsequent thing costs 2dollars, etc: I-th thing costs idollars. The things are arranged on racks. The things structure a rectangular network: there are nshelves altogether, and every rack contains precisely kitems. We will indicate by ai,jthe cost of j-th thing (counting from the left) on the l-th rack, 1 Sisn,1sjsk At times robots get inquisitive and consider on the accompanying inquiry: what is the mean value (math normal) of things ai,l,ai,l+1,.. ,ai,r for some rack iand files Isr ? Sadly, the old robots can work with entire numbers. On the off chance that the mean value turns out not to be a number, they separate. You care about robots' government assistance. You need to organize the things so that the robots can't hypothetically break. Officially, you need to pick such a two-layered exhibit a that: • Each number from 1 to n-k • (comprehensively) happens precisely once. • For each i,lI,r the mean cost of things from Ito ron I • -th rack is a number. See whether such a game plan is conceivable, and assuming it is, give any illustration of such course of action.
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