F(x) = ((ln(7x−x^2)/ 12))^3/2 is it a decreasing function?
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the derivative of this function should be negative if it is a decreasing function.
so ,
d/dx[ln(7x-x^2)/12))^3/2
=3/2√[ln(7x-x^2)/12]×[{1/(7x-x^2)×(7-2x)×12}/144].
but u have to mention the interval.
also it is not a decreasing function.hence it is an increasing function.
so ,
d/dx[ln(7x-x^2)/12))^3/2
=3/2√[ln(7x-x^2)/12]×[{1/(7x-x^2)×(7-2x)×12}/144].
but u have to mention the interval.
also it is not a decreasing function.hence it is an increasing function.
parisakura98pari:
why don't u check its graph on google....u'll get ur ans...
no dood
an interval has to be defined
well no arguments but it's not necessary to define interval cause in boards they simply ask whether given function is inc.sing or not..........and u have to show them whole process along defining the intervals.
ok then say me the point where the function has maximum value
function has its greatest value at 7/2
ooooo
are u mad
if it is an increasing or decreasing function then it can have many values which can be increasing or decreasing
so it can have infinite values
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