Asked by Anonymous
                The reaction R(x) of a patient to a drug dose size of x depends on the type of drug. For a certain drug, it was determined that a good description of the relationship is :R(x)= Ax^2(B-x)     on domain [0,B]
where A and B are positive constants . The sensitivity of the patient's body to the drug is defined to be R'(X)
a) for what value of x is the reaction a max and what is the max reaction value
b) for what value of x is the sensitivity a maximum? what is that maximum sensitivity?
            
        where A and B are positive constants . The sensitivity of the patient's body to the drug is defined to be R'(X)
a) for what value of x is the reaction a max and what is the max reaction value
b) for what value of x is the sensitivity a maximum? what is that maximum sensitivity?
Answers
                    Answered by
            oobleck
            
    R' = 2Ax(B-x) - Ax^2 = Ax(2B-3x)
(a) R'=0 when x=0,2B/3
R" = A(2B-3x) - 3Ax = 2A(B-3x)
(b) R"=0 when x=B/3
    
(a) R'=0 when x=0,2B/3
R" = A(2B-3x) - 3Ax = 2A(B-3x)
(b) R"=0 when x=B/3
                                                    There are no AI answers yet. The ability to request AI answers is coming soon!
                                            
                Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.