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Let
be a differentiable function and
is derivative function. Properties if f' give us information about f:
- If f' (x)>0 for way
,then
f (x) strictly increasing in (c, d).
- If f' (x) < 0 for way
,then
f (x) is strictly decreasing in (c, d).
- If f' (x)=0 then f has a horizontal tangent at x and possible a point of
local extreme.
Keeping this proportion in mind, solve the quiz in which you will be shown graph of
4 function and their derivatives. You are expected to match the function
with its derivative graph.
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