Example 9 Recall that the total revenue function is the price per unit times the number of units demanded. If the demand for a certain product is given by the price p, in dollars, 500 according to p+x, for x>0, find and explain the meaning of the marginal revenue VX when 100 units are demanded.

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Fast pls solve this question correctly in 5 min pls I will give u like for sure Anu please solve example 9, show steps and reference example 8 thank you
Example 8
The total revenue, in dollars, for selling popsicles is given by the function
R(x)=40x-0.05x².
MR = Pi'(x)
R' (40)
What is the marginal revenue when 40 popsicles are sold? What does that mean?
MR= R(x) = R'(40) = 36
40+.1x=36
when X-40, marg.rev. is 36
Example 9
EX
Recall that the total revenue function is the price per unit times the number of units
demanded. If the demand for a certain product is given by the price p, in dollars,
according to p=- +x, for x>0, find and explain the meaning of the marginal revenue
√x
500
when 100 units are demanded.
35
Transcribed Image Text:Example 8 The total revenue, in dollars, for selling popsicles is given by the function R(x)=40x-0.05x². MR = Pi'(x) R' (40) What is the marginal revenue when 40 popsicles are sold? What does that mean? MR= R(x) = R'(40) = 36 40+.1x=36 when X-40, marg.rev. is 36 Example 9 EX Recall that the total revenue function is the price per unit times the number of units demanded. If the demand for a certain product is given by the price p, in dollars, according to p=- +x, for x>0, find and explain the meaning of the marginal revenue √x 500 when 100 units are demanded. 35
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