Questions 11–20 of 23. Imported answers require independent review unless marked reviewed.

Topic practice 23 questionsPage 2 of 3

Question 27

Open question
MEMCQ2 marksNeeds review
Let the superscript

represent the transpose operation. Consider the function

, where

and

are

vectors and

is a symmetric

matrix. The stationary point of

is
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Question 1

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MEMCQ1 markNeeds review
Multiplication of real valued square matrices of same dimension is
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Question 2

Open question
MEMCQ1 markNeeds review
A matrix

is decomposed into its symmetric part

and skew symmetric part

.
If

then matrix

is
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Question 19

Open question
MENAT1 markNeeds review
Let

be a 100 dimensional identity matrix and

be the set of its distinct (no value appears more than once in

) real eigenvalues. The number of elements in

is ________.

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Question 1

Open question
MEMCQ1 markNeeds review
Consider the matrix

. The number of distinct eigenvalues of

is
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Question 1

Open question
MEMCQ1 markNeeds review
In matrix equation

,

One of the eigenvalues of matrix

is
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Question 26

Open question
MEMCQ2 marksNeeds review
The set of equations

has infinite solutions, if

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Question 2

Open question
MEMCQ1 markNeeds review
The rank of the matrix

is
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Question 19

Open question
MENAT1 markNeeds review
If

then

is ________ (correct to two decimal places).

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Question 1

Open question
ME-1MCQ1 markNeeds review
The product of eigenvalues of the matrix

is
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