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PPSC Economics Chapter 13 Mathematics in Economics MCQs With Answers
Question # 1
Relation between two numbers or variables are called.
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Function
Binary relation
Inverse relation
None of the above
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Question # 2
if in a matrix , the number if rows is the same as the number of columns, it is called.
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Singular matrix
Non singular matrix
Square matrix
Column vector
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Question # 3
The simplest form of rectangular hyperbola is
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y = 1/x
y = x2
y = x-2
y = x3
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Question # 4
A square matrix a such that A2 = a is called.
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Orthogonal matrix
Skew symmetric matrix
Idempotent matrix
Singular matrix
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Question # 5
If each element of a raw of column of a square matrix A is zero, then the value of the determinant. is.
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Equal
One
Zero
None of these
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Question # 6
Th transpose of the cofactor matrix is called.
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Adjoin of the matrix
Power of a matrix
Minor of the matrix
Rank of a matrix
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Question # 7
A square matrix A, such that A = A ' is called a
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Symmetric matrix
Skew symmetric matrix
Singular matrix
Rank of a matrix
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Question # 8
If every element of a set B is also an elements of A then
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A is a subset of B
B is a subset of A
A is not a subset of B
B is not a subset of A
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Question # 9
The determinant of a matrix and that of its transpose are
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Equal
Zero
One
Negatively related
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Question # 10
if we are told that the two statements y = 3x2 and y = x + 10' are bout true at the same time , they are called.
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Implicit functions
explicit functions
Simultaneous equations
Quadratic equations
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Question # 11
The associative law of union is
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AU (BUC= (AUB)
U C
AUB = BUA
BUC = BUA
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Question # 12
A set continuing no elements is called.
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Null set
mpty set
void set
all of the above
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Question # 13
A variable which is free to take any value we choose to assign to it is called.
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Dependent variable
Independent variable
Endogenous variable
Explained variable
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Question # 14
If every elements of a raw or column of a square matrix A is zero, then the value of the determinant .
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Equal
Zero
One
Negative related
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Question # 15
if two sets do not have any common element, then they are called.
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Complement sets
Joint sets
Disjoint sets
None of these
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