Maxima & Minima 01

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Maxima & Minima 01

The function f(x) = 3x^2-6x gives f(1)
*

1 point

-3

The function f(x) = 3x^2-6x gives f(2)
*

1 point

The extreme value(s) of f(x) =x^2 is/are at
*

1 point

-1

infinite

A function has minimum value at x=9. This is also called
*

1 point

Valley of function

Crest of function

A function should be .......... where we want to find extrema.
*

1 point

defined

undefined

The extreme value(s) of f(x) =sin(x) is/are *

1 point

-2

-1

A function should be .......... where we want to find extrema.
*

1 point

continuous

discontinuous

Minima of a function is minimum function value at a given point. This statement is
*

1 point

False

True

The extreme value(s) of f(x) =sin(x) is/are at
*

1 point

-1

-1.57

1.57

The function f(x) = 3x^2-6x intersects x-axis at
*

1 point

x=6

x=0

x=3

x=2

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