Answer:
$2.89
Explanation:
The formula and the computation of the earning per share is shown below:
Earning per share = (Net income - preference dividend) ÷ (Number of shares)
where,
Net income is
= $911,300 × 5.87%
= $53,493.31
And, the preference dividend is $0
and, the outstanding number of shares is 18,500
So earning per share is
= $53,493.31 ÷ 18,500 shares
= $2.89
Answer:
the payback period is 14 months
Explanation:
The computation of the payback period is shown below:
Profit is
= $2,000,000 - $1,669,426
= $330,574
Now payback period is
= 1 + $330,574 ÷ $1,669,426
= 1 +0.198 years
= 1.198 years
= 14.37 months
= 14 months
Hence, the payback period is 14 months
The GIM suggested for the 14-unit property is 8.
Data and Calculations:
16 units 12 units 4 units
Selling price $1,200,000 $960,000 $480,000
Gross income $150,000 $120,000 $48,000
Gross Income Multiplier 8 8 10
A 14-unit apartment building's suggested GIM = 8
A property's gross income multiplier (GIM) measures the property value by dividing the property's sale price by its gross annual rental income.
Thus, the GIM suggested for the 14-unit property is <em>8.</em>
Learn more: brainly.com/question/14477119
Answer:
Option B, Supply chain response time
Explanation:
The reliability of the supply chain represents the amount of good performance of the distribution chain. The highest priorities for supply chain practitioners are rising trust, decreased inventory and market readiness.
The overall response time for the supply chain is the capacity of the supply chain to react to market demand rapidly. When a market demand transition is observed, the supply chain has to stabilise.
The response time of the supply chains is sometimes characterised by minimal changes in market demand.
Examples of operations in the supply chain involve processing, manufacturing, architecture, development, shipping and transportation.
Answer:
$147,400
Explanation:
The computation of the cost of goods manufactured is shown below:
= Direct materials used + Direct labor cost + Manufacturing overhead cost + beginning work-in-process inventory - ending work-in-process inventory
= $56,400 + $30,100 + $52,400 + $29,000 - $20,500
= $147,400
We considered the applied manufacturing overhead cost instead of actual manufacturing cost
