Answer:
C.) $10,000
Explanation:
Working capital is the net of current asset and current liabilities. it is a financial measure that gives insight into how liquid a company is.
Raw materials also known as Inventory and accounts payable are both current assets and current liabilities respectively hence, Incremental investment in working capital if the project is accepted
= $17,000 - $7,000
= $10,000
Answer:
- 1. <em>For the amount to double</em>: <u>9.37 years</u>
- 2. <em>For the amount to triple</em>: <u>14.85 years</u>
Explanation:
The equation for continuosly compounded interest is:
Where:
- P is the amount that you invest today: $1,300
- F is the value after t years: the double or triple of $1,300
- r is the annual interest rate: 0.074
<u>1. For the amount to double:</u>
Substitute the values and solve for t:
<u>2. For the amount to triple:</u>
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The answer is $100. The consumer surplus is $100 because that is the difference between what Anna has set as her ceiling for the purchase of the bicycle, $500, and then subtracted by the amount that she actually does pay, $400, that difference is what is referred to as consumer surplus. What the consumer is mentally committed to paying minus what the consumer actually pays.
Answer:
You can say it through a text, a phone call, an email, or a letter.
Explanation:
Answer:
The concept of equivalence, also known as economic equivalence, describes the reduction of a series of cash inflows (benefits) and cash outflows (costs) to a single point in time, using a single interest rate, which enables the cash flows to be compared or equated. This implies that while the amounts and timing of the cash flows (both inflows and outflows) may differ, an appropriate interest rate, factoring in the time value of money, will cause one set to be equal to the other. Therefore, to establish economic equivalence, series of cash flows that occur at different points in time must be equalized using a single interest rate through present value calculations.
Explanation:
The concept of equivalence describes a combination of a single interest rate and the idea of the time value of money. This combination helps to determine the different amounts of money at different points in time that are equal in economic value, such that a person would not hesitate to trade one for the other.
For example, if the interest rate is 10% in Year 1 and in Year 2 and you are to be paid $1,000 in Year 1, it will not make any difference to you if you are paid $1,100 in Year 2. This is because, given the prevailing interest rate of 10%, the value you receive in Year 1 and Year 2 are equivalent.
