1 |
d/dx[cosec x] |
1/1+cos<sup>2</sup>x
-cos x/1-cos<sup>2</sup>x
1/1-cos<sup>2</sup>x
|
2 |
The equation of the line of the form y-y1=m(x-x1) is known as |
Point Slope form
Two points form
Intercept form
Slop intersect form
|
3 |
The graph of the equation y=x2-4x+5 will represent |
Parabola
Single line
Two straight line
Ellipse
|
4 |
If 2y-y=-3 then dy/dx ? |
2
-2
0
-3
|
5 |
Lim x→a f(x)=____ where f(x)=k? |
k+2
K+1
k
|
6 |
Chain rule is a rule for differentiating ______ of functions |
Product
Sum
Composition
Difference
|
7 |
The graph x=y2is symmetric about ________ axis? |
X-axis
Y-axis
Origin
|
8 |
Suppose f and g are differentiable function of x then d/dx[f/g] |
[g][f'] - [f][g']/g<sup>2</sup>
[g'][f] - [f'][g]/g<sup>2</sup>
[g'][f] - [f'][g]/f<sup>2</sup>
|
9 |
The set {x:a<=x<=b} can be written in the form of interval ? |
(a,b)
(a.b)
[a,b]
|
10 |
π is a _____ number |
rational
irrational
natural
integer
|
11 |
If f(x)=3x8+2x+1 then f'x) |
3x<sup>7</sup>+2
24x<sup>7</sup>+2
3x<sup>7</sup>+23
|
12 |
A line is called a tangent line to the circle if it meets the circle at precisely..... |
one point
two point
infinite points
|
13 |
Suppose that f and g are differentiable function of f x then d/dx(f)(g)= |
[f'][g]-[f][g']/g<sup>2</sup>
[f'][g']
[f'][g] + [f][g']
|
14 |
limx→∞(-2x)= |
-2
0
2
Does not exist
|
15 |
Tan(x) is continuous every where except at points |
<span style="color: rgb(84, 84, 84); font-family: arial, sans-serif; font-size: small;">+- k</span><span style="color: rgb(84, 84, 84); font-family: arial, sans-serif; font-size: small;">π/2 where k=(1,3,5.....)</span>
<span style="font-family: arial, sans-serif; font-size: small; color: rgb(84, 84, 84);">+- k</span><span style="font-family: arial, sans-serif; font-size: small; color: rgb(84, 84, 84);">π/2 where k=(2,4,6.....)</span>
<span style="font-family: arial, sans-serif; font-size: small; color: rgb(84, 84, 84);">+- k</span><span style="font-family: arial, sans-serif; font-size: small; color: rgb(84, 84, 84);">π/2 where k=(1,2,3,4,5,6.....)</span>
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16 |
______ is the special case of Taylor's Theorem |
Roll's theorem
Picard Method
Integration
|
17 |
What is the length of each subinterval,if the interval [1,3]is divided into n sub interval of equal length? |
<div>1/n</div>
2/n
3/n
|
18 |
Which operation could not be applied on the function? |
Cross Product
Sum
Division
|
19 |
If f(x)=e-xat x=0 be the taylor series ,then which of the following is also true? |
Arithmetic Series
Maclaurin Series
Geometric Series
Harmonic Series
|
20 |
A function f is called antiderivative of a function on a given interval if ______ =f(x),for all x in that interval |
F'(x)
F(x)
f(x)
f''(x)
|