- 0.00031q² – 0.0738q + 539 and Suppose D(q) P(q) = – 0.00031q° – 0.0738q² + 416.4q – 14300. What is the price you should set this item in order to get the maximum profits possible? Use an appropriate whole number value of q to get your answer. Answer: Best price = $ (Round to the nearest penny.) Hint: You will use the demand function to find the price.

Q: could please write this in on a piece of paper, so that it is easier to understand?

A:

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Q: it is not correct, can you try again

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Q: Anyway you could type it out? I am having trouble reading some of the things you wrote

A: From given data we have : n=300 P=0.20 x=57 Sample proportion  p^=xn=57300=0.19

Q: how did you work out its even in part a?

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Q: This answer is incorrect, could you please attempt it again?

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A: Initial dose of epinephrime is 0.3 mgBody losses 21% of the epinephrime every hour.

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Q: can this be done on paper?

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Q: do i prove this

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Q: What is the error?

A: The formula of standard deviation is:

Q: Hi, this is incorrect ?

A: To find a positive value of  such that the average value of  over the interval  is 20.

Q: it is wrong, can you try doing it again?

A: We have to find the particular solution for the given differential equation.

Q: yes, I got it right! Thank you for such clarity on this!

A: Your welcome.

Q: It is not well explained i am confused

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Q: tricky

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Q: Can you provide this in writing (not typed), I do not understand what you are telling me.

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Q: It's wrong, can you re-solve it

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Q: Would you be able to help answer the last 3? Those are the ones I am struggling with!

A: X ~Bin(25, .05).