Answer:
At 9.70% discount rate would you be indifferent between these two plans.
Explanation:
Present Value of Perpetuity = P/r
Present Value of Annuity = P/r[1 - (1 + r)^-n]
$14,000/r = $20,000. /r[1 - (1 + r)^-13]
(1 + r)^-13 = 1 - $14,000/$20,000.
(1 + r)^13 = 10/3
r = 9.70%
Therefore, at 9.70% discount rate would you be indifferent between these two plans.
Answer:
a) Ending adjusted basis and at-risk amount $ 0
(b)The current passive loss is $12,000. Because $7,500 of the loss is used to reduce
the at-risk amount to $0, $4,500 is suspended under the at-risk rules ($12,000 − $7,500 = $4,500).
(c) The $7,500 loss that is not limited by the at-risk rules is subject to the passive loss
rules. Because the taxpayer has not generated any passive income during the year, this $7,500 current-year passive loss is suspended. Therefore, the total suspended passive loss carried forward to subsequent years totals $9,000 ($7,500 current-year suspended loss + $1,500 prior year suspended loss).
Explanation:
The use of technological advances can be a great help to Sarah and Stephanie in making their business as orderly and as organised as possible. Therefore, they must invest in a software program that could do the job for them. This could significantly lessen their work on managing their business.
Answer:
Intuition Decision Making model.
Explanation:
Intuition Decision Making model can be described as the process by which knowledge acquired through associated learning and stored in long-term memory is accessed unconsciously to form the basis of a judgment or decision.
When speed is essential to a successful outcome, intuition decision making model should be used because there will not be need for analytics, facts, and a step-by-step process to come to a decision.
Capacity is constrained when demand exceeds supply and the flow rate is equal to process capacity. The capacity constraint<span> is a factor that prevents a business from achieving more output. </span><span>
If capacity is constrained, we should raise the staffing level to lower capacity.</span>