Q. 394.7( 3 Votes )

# Evaluate the following definite Integrals:

Answer :

Since it is a quadratic equation we are trying to make it a complete square

=here the equation is in the form of integral of the integral is equal to

Here let us assume that t=x–

So that dx=dt

When x=0 t=–1/2

And when x=–1/2, t=3/2

]

]

)]

Now rationalize the denominator

We get as

Rate this question :

Evaluate the following integral:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2

Evaluate the following integrals as a limit of sums:

RD Sharma - Volume 2