GAT Subject Mathematics Mathematics MCQ'S Test Preparation for Pakistani Students

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Sumaira Parveen 05 - Jul - 2024 20 Min 39 Sec 62/70
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Waqas Bukhari 03 - Aug - 2024 31 Min 09 Sec 45/70
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Rabial noor 23 - Jul - 2024 00 Min 25 Sec 41/70
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Issra Batool 07 - Aug - 2024 34 Min 24 Sec 39/70
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Mohammad Farhan Khan 24 - Jul - 2024 30 Min 51 Sec 33/70
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Tanveer Ahmad Anjum 04 - Aug - 2024 16 Min 30 Sec 32/70
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Mohammad Zain 30 - Jul - 2024 15 Min 07 Sec 31/70
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Maham Jamil 25 - Jul - 2024 59 Min 02 Sec 31/70
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Ayaz Ahmed 03 - Jul - 2024 21 Min 07 Sec 29/70
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syed muhammad ali 20 - Jul - 2024 28 Min 51 Sec 29/70

NAT-I Mathematics Chapter 1 Important MCQ's

Sr.#	Question	Answer
1	The number of ways in which 5 distinct toys can be distributed among 3 children is	A. 3⁵ B. 5³ C. C⁵₃ D. P⁵₃
2	Sin^-1 x =?	A. π/2- Sin^-1 x B. π/2 -Cos^-1 x C. -Sin^-1 x D. -Cos^-1 x
3	In the function v = 4/3 π r³, V is a function of	A. 3/4 B. r C. v D. π
4	The equation of the circle with center origin and radius 2√2 is	A. x² + y² = 2√2 B. x² + y² = 8 C. x² - y² = 2√2 D. x² - y² = 8
5	Given X, Y are any two sets such that number of elements in X=28, number of elements in set Y=28, and number of elements in set X∪Y=54, then number of elements in set X∩Y=	A. -7 + 2i B. 7 + 2i C. 7-2i D. √53
6	Which is a proper rational fraction	A. 3x - 7/x² +4 B. 2x² - 5/x² + 4 C. 3x⁴/2x² - 15 D. All are proper rational fraction
7	Derivative of strictly increasing function is always	A. Zero B. Positive C. Negative D. Both A and B
8	Sin-1 (√2/2)=?	A. π/2 B. π/3 C. 3π/4 D. 2π
9	There are 30 Red, 20 Green and some Blue bells in a bag if the probability of finding a Red ball is 1/3,how many are red balls in the bag	A. 120 B. 20 C. 40 D. 90
10	The set (Q, .)	A. Infinite set B. Singleton set C. Two points set D. None

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GAT Subject Mathematics MCQ's Test

x-1/(x+2)(x-2) =

6 is

The parametric equation of a curve are x = t2, y = t2 then

A point of a solution region where two of its boundary lines intersect is called

The sum of the interior angles for a 16 sided polygon is

In the triangle Δ ABC, where C is the right angle Tan A + Tan B=

Two matrices A and B are conformable for multiplication (AB) if and only if

The point (-5,3) is the center of a circle and P(7,-2) lies on the circle the radius of the circle is

Find the geometric mean between 4 and 16

120° degrees are equal to how many radians?

If 0 is not an integral multiple of π/2 then Cot4 θ+ Cot2 θ=?

If A and B are matrices of same order than (A + B)(A + B)=

If the diagonal of a square has coordinates (1,2) and(5,6) the length of a side is

If A and B are two events then P(A∪B) =? (when A and B are disjoint)

A die is thrown what is the probability that there is a prime number on the top?

Sin x + Cos x=1 x=

Two dice are rolled The number of possible out come in which at least one die shows 2 is?

Given eight points in a plane no three of which are collinear how many lines do the points determine?

If P(E) is the probability that can event will occur then P(E)=

If the sum of the roots of (a + 1)x2 + (2a + 3)x + (3a + 4) = 0 is -1, then product of the roots is

Any point where f is neither increasing nor decreasing and f(x) =0 at that point is called a

If in isosceles right angled triangle one side is a then hypotenuse is

The average of first 100 integers is=

Which of the following is not defined?

If f(x) = x3- 2x2 +4x-1, then f(-2) =?

For which of the following ordered pairs (s,t) is s + t> and s- t < -3?

2/(x+1)(x-1) = A/x+1 + B/x-1 corresponds to

∫sec (ax + b) tan(ax + b) dx=_______

Complex roots of real quadratic equation occur in

ωn = ?, when n = 3k

AreCot √3 =?

Sin-1 [-1/2] = ______.

The set of complex numbers forms a group under the binary operation of

If the vector 2i+4j-2k and 2i +6j+xk are perpendicular then x-7

The Domain of f(x) = log x is

F(x) = xx decreases in the interval

The fifth term of the sequence an = 3n - 2 is

x2 +2x -25 = 0 is

Sin-1 (-x) =?

If Z1 = 1+i, Z2 = 2+3i, then |Z2-Z1|=?

If any two rows (or any two columns) of a square matrix are inter changed, the determinant of the resultant matrix is

ω88 = ?

The equation of the circle with center origin and radius 2√2 is

The number of ways in which we can courier 5 packets to 10 cities is

The set (Z, +) forms a group

The length of rectangle is twice as much as its breadth. If the perimeter is 120 cm, the length of the rectangle is

A sequence of numbers whose reciprocals forms an arithmetic sequence is called

If sinθ = 1 then θ =

d/dx (3y4) =

Unit vector in the positive direction of x-axis is

Sin (2π -θ) =______.

The set of the first elements of the ordered pairs forming a relation is called its

The total cost of 2 apples and 3 oranges is $1.70,which of the following is true

The multiplicative inverse of -1 in the set {1-,1} is

Tan (π + Tan-1 x) =?

In the function v = 4/3 π r3, V is a function of

Which is not included in the domain of Cos-1 x

If 4 - x > 5, then

The equation of the normal to the circle x2 + 22 = 25 at (4,3) is

If x2 +y2 = 4, Then dy/dx =

Cse π/3

An angle of one radian is equivalent to

Every prime number is also

The angle a (0° < a< 180°) measured counterclockwise from positive x-axis to a non-horizontal straight line / is called the

The set of all positive even integers is

P(x) = 2x4 -3x3 +2x-1 is polynomial of degree

If the order of A is n x m. Then order of kA is

The end points of the major axis of the ellipse are called its

If a cone is cut by a plane perpendicular to the axis of the cone then the section is a

Cos-1 (-x) =_______.

The parametric equation of a curve are x = t², y = t²then

If 0 is not an integral multiple of π/2 then Cot⁴ θ+ Cot² θ=?

If the sum of the roots of (a + 1)x² + (2a + 3)x + (3a + 4) = 0 is -1, then product of the roots is

If f(x) = x³- 2x² +4x-1, then f(-2) =?

ωⁿ = ?, when n = 3k

The fifth term of the sequence a_n = 3n - 2 is

x² +2x -25 = 0 is

Sin^-1 (-x) =?

If Z₁ = 1+i, Z₂ = 2+3i, then |Z₂-Z₁|=?

ω⁸⁸ = ?

d/dx (3y⁴) =

Tan (π + Tan^-1 x) =?

In the function v = 4/3 π r³, V is a function of

Which is not included in the domain of Cos^-1 x

The equation of the normal to the circle x² + 2² = 25 at (4,3) is

If x² +y² = 4, Then dy/dx =

P(x) = 2x⁴ -3x³ +2x-1 is polynomial of degree

Cos^-1 (-x) =_______.