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

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NAT-I Mathematics Chapter 1 Important MCQ's

Sr.#	Question	Answer
1	Derivative of strictly increasing function is always	A. Zero B. Positive C. Negative D. Both A and B
2	The nth term in G.P 3,-6,12,............ is	A. 25, 20 B. 20, 10 C. 20, 5 D. 15, 10
3	If ab > 0 and a < 0, which of the following is negative?	A. b B. -b C. -a D. (a - b)²
4	An angle of one radian is equivalent to	A. 90^o B. 60^o C. 67^o D. 57^o, 18^o
5	The common difference of the sequence 7,4,1......is	A. 1 B. -3 C. 5 D. 0
6	The average of first 100 integers is=	A. 50 1/2 B. 25 1/4 C. 100 D. 5050
7	If 4 - x > 5, then	A. x > 1 B. x > -1 C. x < 1 D. x < -1
8	Which is an explicit function	A. y = x² +2x -1 B. x² +xy +y² =2 C. xy² -y +9/xy =1 D. All are
9	1/x² -1 = ? (in case of making partial fraction)	A. Ax +B/x² -1 B. A/x + B/ x- 1 C. A/ x+1 + B/x-1 D. None
10	Which of the following is the equation of a line with slope 0 and passing through the point (4,3)	A. X =4 B. X = -4 C. Y = 3 D. Y = -6

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MCQ's Test For GAT Subject Mathematics MCQ's Test

GAT Subject Mathematics MCQ's Test

A standard deck of 52 cards shuffled what is the probability of choosing the queen of the diamonds

If Z1 = √-36, Z2=√-25, Z3= √-16, then what is the sum of Z1, Z2 and Z3 ?

The mid point of the line joining (=1,-3) to(3,-5) is

d/dx [cos x2] =________

Sin (2π -θ) =______.

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

(x+2)2 = x2 +4x +4 is

Sin-1 (√2/2)=?

An angle of one radian is equivalent to

If sin θ= 3/5 Cos θ=

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

In general matrices do not satisfy

The area of circle of unit radius=

Second derivative of y = x9 + 10x2 + 2x -1 at x = 0 is

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

If Sin-1 x + cos-1 y = π, then x and y are

If 1 + Cos x = 0 then x =

What is the conjugate of -7 -2i ?

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

Sin 720° = ________

If ab > 0 and a < 0, which of the following is negative?

The value of the polynomial 3x3 + 4x2 - 5x + 4 at x = -1 is

The general solution of the differential equation dy/dx = log x is

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

x2 +2x -25 = 0 is

Sum of integers starting from to n is

Which of the following is solution of Tan2 x = 1/3

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

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=

For any set X, X∪X is

In 30,60,90 triangle if the smallest side is 6 than the side opposite to the angle of 60o is

Which of the following is the equation of a line with slope 0 and passing through the point (4,3)

The number of real roots in cube roots of 8 is ?

ωn = ?, when n = 3k

If 4 - x > 5, then

8 > t then

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

The equation of the line with gradient 1 passing through the point (h,k) is

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

If θ= 60° then

AreCot √3 =?

∫1/ax +b dx =

The principal value of sin-1 [√3/2] is

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

If f (x) = x/x2- 4 then which is not included in the domain of f(x)

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

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

Let A, B, and C be any sets such that A∪B=A∪C and A∩B=A∩C then

If x < y, 2x = A and 2y = B then

The vertices of the ellipse x2 + 4y2 = 16 are

An angle 0 is such that tan θ = 1 and cos θ is negative then

If k1 : k2 = 1:1 then the point P dividing the line is

Cos-1 (-x) =_______.

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

If Cosα = 3/5, Cosβ = 5/13, then

The associative angle of 280o is

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

The equation of two polynomials P(x)/Q(x) where Q(x) ≠ 0 with no common factor is called

The statement that a group can have more than one identity elements is

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

Which of the following is the subset of all sets ?

Cos-1 x =

Cot 360° =______.

If Cosθ =0, Then θ=

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

Sin(a + b) + Sin(a- b) =

3/2 is

The range of inequality x + 2 > 4 is

Period of Sin 2x =

Tan-1 1/x =______

If Z₁ = √-36, Z₂=√-25, Z₃= √-16, then what is the sum of Z₁, Z₂ and Z₃ ?

d/dx [cos x²] =________

(x+2)² = x² +4x +4 is

Second derivative of y = x⁹ + 10x² + 2x -1 at x = 0 is

If x² +y² = 4, Then dy/dx =

If Sin^-1 x + cos^-1 y = π, then x and y are

The value of the polynomial 3x³ + 4x² - 5x + 4 at x = -1 is

x² +2x -25 = 0 is

Which of the following is solution of Tan² x = 1/3

In 30,60,90 triangle if the smallest side is 6 than the side opposite to the angle of 60^o is

ωⁿ = ?, when n = 3k

The principal value of sin^-1 [√3/2] is

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

If f (x) = x/x²- 4 then which is not included in the domain of f(x)

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

The vertices of the ellipse x² + 4y² = 16 are

If k₁ : k₂ = 1:1 then the point P dividing the line is

Cos^-1 (-x) =_______.

The associative angle of 280^o is

Cos^-1 x =

Tan^-1 1/x =______