Find the absolute maximum and absolute minimum values of f on the interval [0,2] where f(t)=(3y/t^2 +2)
I am sorry but there is definetlysomething wrong in the question
It is given that,
It is written that f(t) means f depends upon t, it means f is independent of y means y is a constant.
Also [0,2] becomes interval of t
According to the given equation, I am solving it-
To find maximum and minimum values
Now we need to look the values of y which are not given and we need to check value of f(t) at boundries also, So check values of f(t) where f'(t)=0 and at boundaries.
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