The answer to your question is going to be challenge
Answer:
a) 15.69%
Explanation:
The computation of the expected return is shown below:
= (Current year dividend ÷ current price) + growth rate
where,
Current year dividend = Dividend × ( 1 + dividend growth rate)
= $0.46 × (1 + 14.5%)
= $0.527
And, the other item values remain the same
Now put these values to the above formula
So, the value would be equal to
= ($0.527 ÷ $44.12) + 0.145
= 15.69%
Answer:
Capitalized Expenditures:
2. Added a new wing onto the office building.
5. Had an engine rebuilt in one of their fleet cars.
Explanation:
Capitalization is the process of delaying the full recognition of an expense for the acquisition of a new asset with long-term life so that the costs can be treated as an expense gradually over its useful life through an accounting method known as depreciation or amortization.
The criteria for capitalizing expenditure depend on whether the expenditure is necessary to bring the asset to the condition and location where it can be operated as desired by the management. It must also meet the threshold amount set by management for capitalization. This is because some assets can be used for more than one year and still they are not regarded as capital assets. Example is a stapling machine that costs less than a dollar.
Answer:
''there will be at most as many POSITIVE rates...''
Explanation:
The measure of investments' rate of return which excludes external factors such as inflation is known as Internal Rate of Return(IRR)
It is used in;
(1). Savings and loans.
(2). Liabilities
(3). Fixed incomes
(4). Private equity and capital management.
(5). Maximizing total present value and so on.
It can be calculate using the formula below:
NPV= C(n)/(1+r)^n = 0
That is internal rate of return can be use in solving NPV = 0.
Therefore, 'With respect to engineering economics and the internal rate of return (IRR), Descartes’ rule of signs indicates there will be at most as many POSITIVE rates of return as there are sign changes in the cash flow profile.''
