Answer:
The answer is $150
Explanation:
Change in Total Revenue = Total Revenue – Revenue figure before the additional unit was sold
Marginal revenue = (11*700) - (10*701)= <u>$150</u>
The revenue function is given by R = -10p² + 4700p
Revenue is the total amount of money made from selling a particular unit of products while cost is the amount of money spent in production.
Given an annual sales (q) as:
q = (−10p + 4,700) million units.
The selling price is $p per unit. Hence:
Revenue = per unit price * annual sales
Revenue = p * (−10p + 4,700)
Revenue (R) = -10p² + 4700p
The revenue function is given by R = -10p² + 4700p
Find out more on Revenue at: brainly.com/question/16232387
Answer: 18.92%
Explanation:
The formula to find the compound amount :-
, where P is the Principal amount, r is the rate of interest and t is the time period.
Given : P= $1500
A = $6000
Time = 8 years
Then 
i.e. 
i
Taking natural log on both sides , we get

Answer:
$1,375
Explanation:
Given the information above, the Ending inventory = Units available - Units sold
Units available = 10 + 25 + 30 + 70 = 80
Units sold = 60
Ending inventory = 80 - 60
Ending inventory = 20
Cost of ending inventory under FIFO
= (15 × $70) + (20 - 15) × $65
= $1,050 + $325
= $1,375
Therefore, the ending inventory cost using FIFO is $1,375
That is not a question it is a statement. However yes, businesses tend to increase the price of an activity the more customers react positively to the activity.