Answer:
Cash budget
Explanation:
A budget is a financial plan that calculates a firm's expectations and uses that information to allocate the expectations to specific needs of the firm, to ensure its efficient and smooth running over a given period of time.
A cash budget as seen above is a type of budget that projects a firm's expectations cash-wise (inflwo and outflow), shortages and surpluses during a given period (say one year or two years, etc.).
Cheers.
Answer:
0%
Explanation:
Given that,
Growth rate of money supply = 3% per year
Real GDP growth rate = 3% per year
Velocity = Constant
According to the quantity growth theory of money,
M + V = P + Y
where,
M = Growth rate of money supply
V = Velocity
P = Inflation rate
Y = Real GDP growth rate
M + V = P + Y
3% + 0 = P + 3%
3% - 3% = P
0% = P
Therefore, the inflation rate is 0%.
Answer:
business-to- consumer (B2C)
Explanation:
Commerce is a business model which typically involves the buying and selling of goods or products at a given price.
Generally, commerce comprises of four (4) business models and these are;
1. Business to Business (B2B).
2. Consumer to Consumer (C2C).
3. Business to Government (B2G).
4. Business to Consumer (B2C).
A Business to Consumer (B2C) can be defined as a market which typically involves businesses selling their goods and services directly to the end consumers for their personal use.
Hence, the type of business that sells to the end consumer is known as business-to- consumer (B2C).
Some examples of companies that engage in the Business to Consumer (B2C) business model are; Amazon, Goo-gle, Walmart, Alibaba, Uber, LinkedIn, etc.
Answer:
1.10
Explanation:
The computation of portfolio's beta is shown below:-
= Stock A Beta × Invested in Stock A ÷ Total value + Stock B Beta × (Total value - Invested in Stock A) ÷ Invested in Stock A
= 0.75 × $47,500 ÷ $100,000 + 1.42 × ($100,000 - $47,500) ÷ $100,000
= 0.75 × $47,500 ÷ $100,000 + 1.42 × $52,500 ÷ $100,000
= 0.75 × 0.475 + 1.42 × 0.525
= 0.35625 + 0.7455
= 1.10175
or
= 1.10
Therefore for computing the portfolio beta we simply applied the above formula.