Answer:
p = 59.11 dollars
Explanation:
Given
Price: p(x) = 8eˣ (0 ≤ x ≤ 2)
Revenue; R = x*p = 8xeˣ
p = ? when R be at maximum
We can apply
dR/dx = d(x*p)/dx = 0
⇒ d(8xeˣ)/dx = 8*(1*eˣ + x*eˣ) = 0
⇒ eˣ*(1 + x) = 0 ⇒ x = - 1
as x = - 1 ∉ [0, 2]
then, we have
p(0) = 8e⁰ = 8
R = 0*8 = 0
If x = 1
p(1) = 8e¹ ≈ 21.74
R = 1*21.74 = 21.74
If x = 2
p(2) = 8e² ≈ 59.11
R = 2*59.11 = 118.22
Implies that, R(x) is maximum at x = 2.
Thus, the price that maximize the revenue of the company is 59.11 dollars.
I believe the correct answer is Payment, because if the worker receives $500 EVERY TWO WEEKS it most likely means that is his payment or what he is employed for
Answer:
C
Explanation:
that makes sense more shdjdjjd
Answer:
$70
Explanation:
Total revenue from three employees:
= No. of gallons of paint produced × Selling price per gallon
= 40 × $15
= $600
Total revenue from four employees:
= No. of gallons of paint produced × Selling price per gallon
= 48 × $15
= $720
Total revenue created by 4th worker:
= Total revenue from four employees - Total revenue from three employees
= $720 - $600
= $120
Cost of hiring 4th worker = $50 per day
Therefore,
Marginal profit for the fourth employee:
= Total revenue created by 4th worker - Cost of hiring 4th worker
= $120 - $50
= $70
Answer: See explanation
Explanation:
a. The Law of Demand states that when the price of a good rises, then the Quantity Demanded will (fall)
b. The Law of Demand states that when the price of a good falls, then the Quantity Demanded will (rise).
According to the law of demand, when there's an increase in the price of a product, there'll be a reduction in the quantity of the good that will be demanded by the consumers and vice versa.
