More Classes
5th Class
6th Class
7th Class
8th Class
9th Class
10th Class
11th Class
12th Class
NAT I
NAT II
CSS
IQ
General Knowledge
MDCAT
ECAT
GAT General
GAT Subject
Other Links
Go to Home
Online Tests
FSC Part 2 Mathematics Chapter 2 Online Test MCQs With Answers
Question # 1
The Maclaurin series expansion is valid only if it is:
Choose an answer
Convergent
Divergent
Increasing
Decreasing
Previous
Skip
Next
Question # 2
Choose an answer
-cosec x cotx
cosec
2
x
-cosec
2
x
cosec x cotx
Previous
Skip
Next
Question # 3
Choose an answer
Previous
Skip
Next
Question # 4
The small change in the value ofx, positive or negative is called the -------- of x.
Choose an answer
Increment
Differential
Derivative
none of these
Previous
Skip
Next
Question # 5
Choose an answer
Previous
Skip
Next
Question # 6
Sir Isaac Newton was a(an) --------- mathematician.
Choose an answer
German
French
Swiss
English
Previous
Skip
Next
Question # 7
Choose an answer
Previous
Skip
Next
Question # 8
Choose an answer
sinh x
cosh x
-sinh x
-cosh x
Previous
Skip
Next
Question # 9
Choose an answer
Previous
Skip
Next
Question # 10
Gottfried Whilhelm Leibniz was a (an) ----- mathematician:
Choose an answer
German
English
Swiss
French
Previous
Skip
Next
Question # 11
Choose an answer
x = a
x = 2
x = 0
None
Previous
Skip
Next
Question # 12
Choose an answer
Previous
Skip
Next
Question # 13
Choose an answer
tan x
cot x
- tan x
- cot x
Previous
Skip
Next
Question # 14
Choose an answer
sec x tan x
sec
2
x
-sec x tan x
-sec
2
x
Previous
Skip
Next
Question # 15
Choose an answer
Previous
Skip
Next
Question # 16
Choose an answer
x with respect to y
y with respect to y
y with respect to x
x with respect to x
Previous
Skip
Next
Question # 17
If f(x) = cos x then f'(0) is equal to:
Choose an answer
0
-1
1
Previous
Skip
Next
Question # 18
Choose an answer
Previous
Skip
Next
Question # 19
Choose an answer
- cosec
2
x
cosec
2
x
- cosec x cot x
cosec x cot x
Previous
Skip
Next
Question # 20
Choose an answer
cosech x coth x
-cosech
2
x
-cosech x coth x
cosech
2
x
Previous
Skip
Next
Back