1%A .docs.google.com/forms/d/e,The space of continuous functions2 pointsdefined on a closed interval is a pre-Hilbert spaceYESNOThe space of continuous functionsdefined on a closed interval is pre-2 pointsHilbert space which is also a metricspaceYESNOTringular inequality is given by2 pointsO Ix+yl|<=|x||+||yl|||x+y||>=||x||+||y||||x+y||<||x||+||y||O Ilx+y||>||x||+|lyllII

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Tringular inequality is given by ||x+y||<=||x||+||y|| O Ilx+y|l>=||||lyl| |||+||X||>||A+x|| O O Ix+yl|>||x||+||y|l

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section9.4: Linear Programming

Problem 7E

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Question

1%A .
docs.google.com/forms/d/e,
The space of continuous functions
2 points
defined on a closed interval is a pre-
Hilbert space
YES
NO
The space of continuous functions
defined on a closed interval is pre-
2 points
Hilbert space which is also a metric
space
YES
NO
Tringular inequality is given by
2 points
O Ix+yl|<=|x||+||yl|
||x+y||>=||x||+||y||
||x+y||<||x||+||y||
O Ilx+y||>||x||+|lyll
II

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