Maths Integration

What does the integral of a function find?

slope of the function

area under the function

stationary points of the function

distance between maxima of the function and the x-axis

Slope of a tangent to the function.

What is the $~\int_0^1~1\,dx$ .

$~x~$

$~x^2~$

0.5

$~1/x~$

What is the $~\int_0^2~x\,dx~$ .

$~x^2/2~$

Find the value of $~d~$ such that $~\int_0^d~0.5x~\,dx=0.5~$ .

d=0.5

d=1.0

d=0.25

d=2.0

d= $~\sqrt{2.0}~$

What is $~\int~e^x~\,dx~$ .

$~e^x~$

$~x~$

$~ln(x)~$

$~1/x~$

$~1~$

What is $~\int~e^{-x}~\,dx~$ .

$~e^{-x}~$

$~e^x~$

$~ln(x)~$

$~-e^{-x}~$

$~1~$

What is $~\int~xe^{x^2}~\,dx~$ ?

$~e^{x^2}~$

$~2e^{x^2}~$

$~e^x~$

$~0.5e^{x^2}~$

None of the above.

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Department of Economics

Maths Integration

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