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____.

5/2

1/2

3/2

7/2

____.

0

1

None of the above

Suppose f is such that for every real x and then ____.

10

5

0

– 5

is equal to ____.

0

1

2

ln 3

If and are one to one, real valued functions, then the value of the integral is ____.

0

1

None of the above

/

variable radii and a fixed centre at (0,1)

variable radii and a fixed centre at (0,-1)

fixed radius 1 and variable centers along the x-axis

fixed radius 1 and variable centers along the y-axis.

The different equation determines a family of circles with

variable radii and a fixed centre at (0,1)

variable radii and a fixed centre at (0,-1)

fixed radius 1 and variable centers along the x-axis

fixed radius 1 and variable centers along the y-axis.

The derivative of at is ____.

0

1

–1

Not defined

The differential coefficient of the function at the point ____.

– 2

0

2

Undefined

Simpson’s one-third rule for evaluation requires the interval [a, b] to be divided into ____.

An even number of sub-intervals of equal width

Any number of sub-intervals

Any number of sub-intervals of equal width

An odd number of sub-intervals of equal width

5/2

1/2

3/2

7/2

____.

0

1

None of the above

Suppose f is such that for every real x and then ____.

10

5

0

– 5

is equal to ____.

0

1

2

ln 3

If and are one to one, real valued functions, then the value of the integral is ____.

0

1

None of the above

/

variable radii and a fixed centre at (0,1)

variable radii and a fixed centre at (0,-1)

fixed radius 1 and variable centers along the x-axis

fixed radius 1 and variable centers along the y-axis.

The different equation determines a family of circles with

variable radii and a fixed centre at (0,1)

variable radii and a fixed centre at (0,-1)

fixed radius 1 and variable centers along the x-axis

fixed radius 1 and variable centers along the y-axis.

The derivative of at is ____.

0

1

–1

Not defined

The differential coefficient of the function at the point ____.

– 2

0

2

Undefined

Simpson’s one-third rule for evaluation requires the interval [a, b] to be divided into ____.

An even number of sub-intervals of equal width

Any number of sub-intervals

Any number of sub-intervals of equal width

An odd number of sub-intervals of equal width

This test consist of 10 questions.Students should ideally take 10 minutes to complete the test. This test is useful for those students who are preparing for IIT JEE, AIEEE or any other engineering entrance test. This test consist of questions from Calculus and which, in general, is focused in AIEEE and IIT JEE. Last year - 6 questions was asked from this chapter in AIEEE. In this chapter, Continuity, Differential Calculus and Properties of integration are key topic and mostly application based questions are asked.

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