The Silo Mentality in a business is something that lean-agile leaders are trying to break down. The silos in a business prevent the free-flowing exchange of information within groups. This results in a Silo Effect, which in turn, limits interactions between members, teams, and departments. Having this mindset in place within a company reduces productivity.
As Lean-Agile Leaders, they are enablers for the different teams within a company and they're lifelong learners aiming to further develop the people in an organization alongside the organization itself. By connecting the silos business, system engineering, hardware, software, test, and quality assurance they can increase productivity & increase their rate of success.
Answer:
The correct answer is option a) keeping up in a market where sales come mostly from new products.
Explanation:
Since computer gaming is an ever evolving field where the gamer are always on the look out for new games to indulge in. Computer gaming companies keep a close eye on the changing trends so they can instantly replicate them and enter the trending high sales market.
This is a market that earns through keeping up with a market where sales and earning profit is dependent on new products.
The definitions for the following terms are explained below.
Explanation:
A. Quantity Demanded is the amount of a good that buyers are willing and able to purchase at a given price.
B. Demand Cure is a graphical representation of the relationship between the price of a good that buyers are willing and able to purchase at various prices.
C. Demanded Schedule is a table showing the relationship between the price of a good and the amount that buyers are willing and able to purchase at various prices.
D. Law Of Demand is to claim that, other things being equal, the quantity demanded of a good falls when the price of that good rises.
Answer:
a)
revenue = x amount of phones x price
revenue = x(500 - 0.5x)
revenue = 500x - 0.5x²
we find revenue' (derivative):
revenue' = 500 - x
x = 500
the company should sell 500 smartphones to maximize revenue, the selling price = 500 - (0.5 x 500) = $250 per smartphone. Maximum weekly revenue = $250 x 500 = $125,000
b)
profit = revenue - cost
profit = 500x - 0.5x² - 20,000 - 135x
profit = -0.5x² + 365x - 20,000
we must find profit' (derivative):
profit' = -x + 365
x = 365
In order to maximize profits, you have to sell 365 smartphones per week. Maximum weekly profit = -0.5(365²) + 365(365) - 20,000 = -66,612.50 + 133,225 - 20,000 = $46,612.50.
The smartphone's price = 500 - (0.5 x 365) = $317.50
