Answer:
the payback period of the project is 3.57 years
Explanation:
The computation of the payback period is shown below;
Payback period:
= Initial investment ÷Cash inflows
= $100,000 ÷ $28,000
= 3.57 years
We simply divided the initial investment by the cash inflows so that the project payback period could come
Hence, the payback period of the project is 3.57 years
Answer:
No, Luz is incorrect. Marta's quantity demanded has decreased, but her demand has stayed the same.
Explanation:
For $15 per book, the quantity demanded was 4 books per month.
When the price increases to $20 per book, the quantity demanded fell to 3 books per month.
This shows a decrease in the quantity demanded. A change in demand occurs when the price is constant and quantity demanded changes because of change in other factors. But here the other factors are constant and the quantity demanded is changing due to a change in price.
So, Luz's statement here is incorrect.
Answer:
A. $10,000
Explanation:
We know that :
cost of goods sold = opening inventory + purchases - ending inventory
hence,
Ending Inventory = opening inventory + purchases - cost of goods sold
therefore,
Ending Inventory = $15,000 + $45,000 - $50,000
= $10,000
The ending inventory must equal: $10,000
Answer:
arithmetic average growth rate = (4% + 3.37% + 5.12% + 3.1%) / 4 = 3.9%
we need to find the required rate or return (RRR) in the following formula:
stock price = expected dividend / (RRR - growth rate)
- expected dividend = $2.33 x 1.039 = $2.42
- stock price = $55
- growth rate = 0.039
55 = 2.42 / (RRR - 0.039)
RRR - 0.039 = 2.42 / 55 = 0.044
RRR = 0.083 = 8.3%
geometric average growth rate = [(1.04 x 1.0337 x 1.0512 x 1.031)¹/⁴] - 1 = 3.89%
again we need to find the required rate or return (RRR) in the following formula:
stock price = expected dividend / (RRR - growth rate)
- expected dividend = $2.33 x 1.0389 = $2.42
- stock price = $55
- growth rate = 0.0389
55 = 2.42 / (RRR - 0.0389)
RRR - 0.0389 = 2.42 / 55 = 0.044
RRR = 0.0829 = 8.29%
