Question # 1

Area between x-axis and the curve:

Choose an answer

32

16

Choose an answer

Integration by parts

Definite integral

Differentiation

None of these

Choose an answer

0

1

2

3

Choose an answer

ln |sin x|

- ln |sin x|

ln |cos x|

-ln |cos x|

Choose an answer

cosec x + c

-cosec x + c

cot x + c

- cot x + c

Choose an answer

If y = x² + 1 _______________ x changes from 3 to 3.02 then dy = __________

Choose an answer

0.1204

.12

.02

1.2

Choose an answer

integration by parts

definite integral

Differentation

None of these

Choose an answer

The general solution of differential equation of order n contains n arbitrary constants, which can be determined by ------------ initial value conditions.

Choose an answer

1

0

2

n

Choose an answer

domain

range

lower limit

upper limit

The term dy (or df) = f '(x) dx is called the __________ of the dependent variable y.

Choose an answer

Differentiation

Integration

Differential

None of these

Choose an answer

Integration

Integrand

Constant of integration

None of these

Choose an answer

Derivative

Differential

Integral

None of these

Choose an answer

equal to each other

not equal to each other

nearly equal to each other

None of these

If y = sin x then dy =

Choose an answer

cosy dx

cos x

cosx dx

cos xdy

Choose an answer

e^2x sin x + c

e^2xcosx + c

-e^2xsin x + c

-e^2xcosx + c

Choose an answer

a cosec (ax + b)

cot (ax + b)

If the upper limit is a constant and the lower limit is a variable, then the integral is a function of:

Choose an answer

x

y

lower limit

upper limit

Choose an answer

tan x + c

- tan x + c

sec x tan x + c

- sec x tan x + c

Choose an answer

cos x + c

- cos x + c

sin x + c

-sin x + c

Choose an answer

tan x + c

-tan x + c

sec x + c

-sec x + c

More Classes

Other Links

Ics Part 2 Mathematics Chapter 3 Test Online MCQs With Answers

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer

Choose an answer