Answer and Explanation:
The computation is shown below:
a. As a premium expense
= ($0.460 - $0.44) × 695,000
= $13,900
b. As a difference of 3 months spot rate and spot rate
= ($0.455 - $0.44) × 695,000
= $10,425
The first one represents the premium expense for $13,900 and the second part represents the adjustment to the net income in a positive way
Answer:
The correct answer is A. it relentlessly pursues an ambitious strategic objective, concentrating the full force of its resources and competitive actions on achieving that objective.
Explanation:
A strategic intention is the aspiration of a corporation that aims at its effective development in the long term, for this reason it must be an objective for which all personnel have appropriated. Normally, in order to reach this level, the company must go through a stage of recognition, analysis and projection where the market and growth expectations are taken into account in order to go in the best way for the benefit of both its internal and external users.
Answer:
$202,701,713.58
Explanation:
Present value of this liability = Value of liability / ((1+r)^t)
Present value of this liability = $750 million / ((1+0.08)^17)
Present value of this liability = $750 million / (1.08)^17
Present value of this liability = $750 million / 3.7000180548
Present value of this liability = $202,701,713.5840815
Present value of this liability = $202,701,713.58
Answer:
$4,044
Explanation:
Calculation for how much of the taxes will be credited to the buyer
First step is to divide the annual taxes by the numbers of days in a year
$8,200 / 365 days
= $22.466 per day
Second step
Based on the information given we were told that the Seller's ownership started from January 1- June 29 which gave us 180 days, this means that we would multiply $22.466 per day by 180 days in order to know how much of the taxes will be credited to the buyer
Hence,
Amount credit to the buyer=180 days
x 22.466
Amount credited to buyer= $4,044
Therefore the amount of the taxes that will be credited to the buyer will be $4,044