Answer:
700
Explanation:
The condition for maximizing profits is Marginal cost = Price.
1. We need to calculate the marginal cost, which is the first derivative of the total cost function.
- marginal cost = (TC=10000+0.04q2=) '
2. Now, we equalize the MC to the price and solve for q.
0.08q=56
q=56/0.08
<h2>
q=700</h2>
Rolex uses a <u>"single-segment"</u> strategy.
The single segment strategy includes the utilization of just a single marketing mix for one market segment.
The single segment strategy in advertising guarantees that a producer chooses one section of the market and just supplies that segment.One or every one of the products created by an advertiser are sold to just who meet the attributes of that single segment.
Answer:
Market value of common stocks = 12,100 x $55 = $665,500
Market value of preferred stock = 310 x $91 = $28,210
Market value of bonds = 370 x $2,230 = $825,100
Market value of the company $1,518,810
Capital structure weight of preferred stocks
= $28,210/$1,518,810
= 0.0186
The correct answer is A
Explanation:
In this question, we need to calculate the market value of the company, which is the aggregate of market value of equity, market value of preferred stocks and market value of bond. The capital structure weight of preferred stock is the ratio of market value of preferred stock to market value of the company.
Answer:
a. Calculate the price elasticity of supply for Aji's Chocolate Factory in February
b. Calculate the price elasticity of supply for Aji's Chocolate Factory in March
c. If Aji's Factory is nearly at full capacity of production in March, what will happen to Aji's Factory price elasticity of supply in April?
- If the company is producing at full capacity, then its price elasticity of supply will be perfectly inelastic even if the price increases. This is because any increase in price will not affect the quantity supplied because the company cannot increase it even if they wanted to.
Explanation:
price elasticity of supply = % change in quantity supplied / % change in price
It measures the proportional change in the quantity supplied that producers will make given a 1% change in the price of their product.
PES February = [(110 - 80)/80] / [(2.5 - 2)/2] = 0.375 / 0.25 = 1.5
PES March = [(140 - 110)/110] / [(3 - 2.5)/2.5] = 0.273 / 0.2 = 1.36