# 12th Class Math Chapter Wise MCQs:

Faisalabad board, Bahawalpur board, Gujranwala board, Lahore board, Multan board, Rawalpindi board, Sahiwal board, Sargodha board, DG Khan board.

# Punjab->12th Class->Math MCQs

Punjab Question:

## The function of the form x = acost ; y = bsint

A: Odd function
B: Explicit function
C: Parametric function
D: Even function
Answer: C
Hamyal

Punjab Question:

## If the degree of a polynomial function is 1, then it is

A: Identity function
B: Constant function
C: Linear function
D: Exponential function
Answer: C
Hamyal

Punjab Question:

A: Parameter
B: Constant
C: Real Number
D: None of these
Answer: A
Hamyal

Punjab Question:

## The graph of 2x − 10 = 0 is a line

A: Parallel to x − axis
B: Parallel to y − axis
C: inclined at angle θ
D: None
Answer: B
Hamyal

Punjab Question:

## If f: X → Y is a function then the subset of Y containing all the images is called :

A: Domain of f
B: Range of f
C: Co domain of f
D: Subset of X
Answer: B
Hamyal

Punjab Question:

## f(x) = ax + b with a ≠ 0 is

A: A linear function
B: A quadratic function
C: A constant function
D: An identity function
Answer: A
Hamyal

Punjab Question:

## The inverse of a function exists only if it is

A: an into function
B: an onto function
C: (1-1) and into function
D: None of these
Answer: C
Hamyal

Punjab Question:

## If f(x) = 2x + 3, g(x) = x power 2 − 1 , then (gog)(x) =

A: 2x power 2 − 1
B: 4x power 2 + 4x
C: 4x + 3
D: x power 4 − 2x power 2
Answer: D
Hamyal

Punjab Question:

## If f(x) = 2x + 3, g(x) = x power 2 − 1 , then (fof)(x) =

A: 2x power 2 − 1
B: 4x power 2 + 4x
C: 4x + 3
D: x power 4 − 2x power 2
Answer: C
Hamyal

Punjab Question:

## If f(x) = 2x + 3, g(x) = x power 2 − 1 , then (gof)(x) =

A: 2x power 2 − 1
B: 4x power 2 + 4x
C: 4x + 3
D: x power 4 − 2x power 2
Answer: B
Hamyal

Punjab Question:

## If f(x) = 2x + 1 , g(x) = x power 2 − 1 , then (fog)(x) =

A: 2x power 2 − 1
B: 4x power 2 + 4x
C: 4x + 3
D: x power 4 − 2x 2
Answer: A
Hamyal

Punjab Question:

A: Even
B: Odd
C: Neither
D: None of these
Answer: C
Hamyal

Punjab Question:

A: Even
B: Odd
C: Neither
D: None of these
Answer: A
Hamyal

Punjab Question:

A: Circle
B: Parabola
C: Ellipse
D: Hyperbola
Answer: D
Hamyal

Punjab Question:

A: Circle
B: Parabola
C: Ellipse
D: Hyperbola
Answer: B
Hamyal

Punjab Question:

## x power 2 + xy + y power 2 = 2 is an example of

A: Linear function
B: quadratic function
C: explicit function
D: Implicit function
Answer: D
Hamyal

Punjab Question:

A: a < 0
B: a > 0
C: a = 0
D: a > 0 , a ≠ 1
Answer: D
Hamyal

Punjab Question:

## If y = cosecx , domain = {x|x ∈ R, x = nπ , n integer} then range is

A: y ≥ 1, y ≤ −1
B: y ≤ 1, y ≥ −1
C: y < 1, y > −1
D: all real numbers
Answer: A
Hamyal

Punjab Question:

## If y = cotx , domain = {x|x ∈ R, x = nπ , n integer} then range is

A: y ≥ 1, y ≤ −1
B: y ≤ 1, y ≥ −1
C: y < 1, y > −1
D: all real numbers
Answer: D
Hamyal

Punjab Question:

A: a ≠ 0, b = 1
B: a = 1, b = 0
C: a = 1, b = 1
D: a = 0
Answer: D
Hamyal

Punjab Question:

## The domain and range of identity function , I: X → X is

A: X
B: +iv real numbers
C: –iv real numbers
D: integers
Answer: A
Hamyal

Punjab Question:

A: Straight line
B: parabola
C: circle
D: cube
Answer: A
Hamyal

Punjab Question:

## If a graph express a function , then a vertical line must cut the graph at

A: One point only
B: Two points
C: More than one point
D: No point
Answer: A
Hamyal

Punjab Question:

A: R
B: R - { 0 }
C: R - { +-2 }
D: Q
Answer: C
Hamyal

Punjab Question:

A: [0,∞)
B: (-∞, 0]
C: (0, ∞)
D: None of these
Answer: A
Hamyal

Punjab Question:

A: Lebnitz
B: Euler
C: Newton
D: Lagrange
Answer: A
Hamyal

Punjab Question:

A: Domain of f
B: Range of f
C: Codomain of f
D: None of these
Answer: A
Hamyal

Punjab Question:

A: -1
B: 0
C: 1
D: 2
Answer: C
Hamyal

Punjab Question:

A: Lebnitz
B: Euler
C: Newton
D: Lagrange
Answer: B
Hamyal

Punjab Question:

A: 2 / e x +e −x
B: 1 / e x −e −x
C: 2 / e x −e −x
D: 2 / e −x +e x
Answer: C
Hamyal