Answer:
b
Explanation:
A price taking firm is a firm that must sell at the price determined by the forces of demand and supply. This is typical of firms that in industries that sell identical products.
If the firm charges a price higher than equilibrium price, customers would go to other suppliers and the firm would sell known of its product.
There would be no incentive for a firm to sell below equilibrium price because it would be earning losses.
An example of an industry characterised by price taking firms are perfectly competitive industries.
For example, a farmer selling oranges is an example of a price taking firm
Answer:
c. $240,000
Explanation:
Her economic profit is given by her revenue deducted by the explicit costs (I=$150,000) and implicit costs (opportunity cost).
Her monthly revenue is:

Her opportunity cost is:

Her economic profit is:

The answer is c. $240,000.
the correct answer would be : Exchange Traded Fund
The Exchange traded fund is a marketable security that trades commodity, bonds, or a basket of assets, which also trade the ownership of those securities (like the usual stock market but for bonds, commodity, or assets)
Answer:
Reward to volatility ratio = 0.71
Explanation:
Given the expected risk premium = 10%
Standard deviation = 14%
The rate on treasury bills = 6%
The investment amount that the client chooses to invest = $60000
Expected return of equity = the expected risk premium + The rate on treasury bills
Expected return of equity = 10% + 6% = 16%
Standard deviatin = 14%
Reward to volatility ratio = (expected return - risk free rate) /standard deviation
Reward to voltality ratio = (16% -6%)/14%
Reward to voltality ratio = 0.71
Answer:
a) t = 0.86 sec
b) v = 7.128 m/s
Explanation:
Given data:
Constant acceleration = 5.8 m/s^2
Initial velocity = 2.1 m/s
Displacement = 4.0 m
kinematic equation is given as


v = 2.1 m/s
a = 5.8 m/s^2
plugging all value in the above relation


solve for t

t = 0.86 sec
b) kinematic equation relating to velocity is given as

solving for velocity

v = 7.128 m/s