Partial Derivative with respect to p

nosit

Junior Member
Joined
Aug 9, 2020
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51
Hello,

I would like to obtain this partial derivative of this function for maximization:

p^3.(1-p)

The result is 3/4

Could someone help me in the algebra through it?

I know I would need to equal the function to zero and I imagine I have to use product rule...
 
Hello,

I would like to obtain this partial derivative of this function for maximization:

p^3.(1-p)

The result is 3/4

Could someone help me in the algebra through it?

I know I would need to equal the function to zero and I imagine I have to use product rule...
There is only one variable here - why are you talking about " partial" derivative? Please post the EXACT problem.
 
I would like to obtain this partial derivative of this function for maximization:

p^3.(1-p)

The result is 3/4

Could someone help me in the algebra through it?

I know I would need to equal the function to zero and I imagine I have to use product rule...
I would just expand [MATH]p^3(1-p)[/MATH] as [MATH]p^3-p^4[/MATH] and differentiate. It's a lot easier than the product rule.
 
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