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FSC Part 2 Mathematics Test Online MCQs With Answers
Question # 1
Choose an answer
ln |sec x + tan x | + c
ln |cosec x - cot x | + c
ln |sec x - tan x| + c
ln |cosec x + cot x | + c
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Question # 2
The centroid of the triangle whose vertices are (3, -5), (-7, 4) and (10, -2) is:
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(-2, -2)
(-2, 2)
(2, -1)
(0, 0 )
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Question # 3
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Position vector
Null vector
Unit vector
None of these
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Question # 4
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sinh x
cosh x
-sinh x
-cosh x
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Question # 5
The operation _______ by a positive constant to each side of inequality will affect the order (or sense) of inequality:
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Adding
Subtracting
Multiplying
None of these
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Question # 6
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R
R - {2}
R - {2, -2}
R - {-2}
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Question # 7
Which one is not an exponential function ?
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Question # 8
General form of equation of line is:
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ax - by + c = 0
ax + by - c = 0
ax + by + c = 0
ax - by - c = 0
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Question # 9
If the line segment obtained by joining any two points of a region lies entirely within the region, then the region is called _________:
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Maximum
Vertex
Minimum
Convex
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Question # 10
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0
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Question # 11
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Integration by parts
Definite integral
Differentiation
None of these
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Question # 12
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equal to each other
not equal to each other
nearly equal to each other
None of these
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Question # 13
If the focus lies on the y - axis with coordinates F(0, a) and directrix of the parabola is y = -a, then the equation of parabola is:
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x
2
= 4ay
-x
2
= 4ay
-y
2
= 4ax
y
2
= 4ax
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Question # 14
The range of the function f(x) = |x|
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Question # 15
X-co-ordinate of centroid of triangle ABC with A(-2, 3); B(-4, 1); C(3, 5) equals:
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-1
1
3
-3
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Question # 16
x = 2 is a vertical line perpendicular to _____________:
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x - axis
x - axis may be
y - axis
None of these
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Question # 17
Which one is an exponential function ?
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Question # 18
x = 4 is a line:
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Parallel to x - axis
Parallel to y - axis
Perpendicular to y-axis
None of these
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Question # 19
The parabola y
2
= 4ax lies in quadrants:
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I and II
III and IV
II and III
I and IV
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Question # 20
The term function was introduced by:
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Euler
Newton
Lagrange
Leibniz
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Question # 21
The symbol y = f(x) i.e. y is equal to f of x, invented by Swiss mathematician-----------:
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Euler
Cauchy
Leibniz
Newton
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