9. MAXIMIZING REVENUE It is determined that q units of a commodity can be sold when the price is p hundred dollars per unit, where q(p) = 1,000(p + 2)e¯P a. Verify that the demand function g(p) decreases as p increases for p > 0. b. For what price p is revenue R = pq maximized? CS'Scannecw RCanscanner What is the maximum revenue?

Q: part d please in the original picture!

A:

Q: Complete the description of how to transform the graph of f(x) = x2 to obtain the graph of the…

A:

Q: Please show all steps and explain!

A: According to our guidelines we can answer only three subparts, or first question and rest can be…

Q: How would it look like if someone drew it

A:

Q: Level 4: Mastery 9. Create the graph of a function where the following statements are true A…

A: Consider the statements : f(0)=0f(5)=-2x>-3-5<y≤4

Q: Explain the term dissecting the problem?

A:

Q: Can you help me on #29.

A: Given:

Q: 6) Find f'(-2) for each of the following functions.

A:

Q: Differentiate. y = 7+ x

A: Given Expression : y=x7+x y=x7+x-1 Differentiate by using Product Rule…

Q: tep 2 is cut off. Please resend.

A: note: previous answer was also correct but i think you could not horizontal scroll so I will rewrite…

Q: Please do problem 2. Thank you!

A:

Q: e in Step 2. Kindly assis

A: Year Advert (X) Sales (Y) 2001 10 44 2002 9 40 2003 11 42 2004 12…

Q: ス3 -2ンX

A:

Q: Solve this early

A: Here A' is the entire part of the universal U excluding A and B' is the entire part of the universal…

Q: Please show EVERY STEP and JUSTIFY your answer.

A: Step 1:   Step 2: Step 3: Step 4:

Q: Assignn

A: We can solve this using truth table

Q: Solve ustng characterlstics %3D

A:

Q: Let X be the discrete random variable with the probability function f (x) = kx³ + 0.15 %3D for x =…

A:

Q: uld not understand how the values after one interation is calculated?

A: The k-means clustering

Q: Clarify step 2

A: Given Information: Sample size n=1032Sample proportion pˆ=73%=0.73Margin of error E=3.9%=0.039

Q: use metaphor to describe the Archimedean property

A: The objective is to describe the Archimedean property metaphorically. Write the Archimedean property…

Q: 3. integrate the followin g scosuxdx

A:

Q: Stage

A:

Q: Does lung function differ between non-smokers, vapers, and cigarette smokers? Non- Cigarette Smokers…

A: Solution To find mean square between we run the anova one factor analysis in excel.