Answer:
B) David will most likely lose the case as it is legal for police officers to be subjected to mandatory retirement.
Explanation:
According to relevant laws, an officer must retire upon attaining the age of 62 of after 20 years of uniformed service (if it is an Early Retirement) or 22 years of uniformed service (if it is a Normal Retirement).
Regardless of whether it is a Normal or Early retirement, the officer must disengage at the age of 62.
The relevant laws which govern the administration of the NYPD retirement process as wells pensions are:
- the Administrative Code of the City of New York (NYCAC);
- the New York State Retirement and Social Security Law (RSSL), and
- the Rules of New York City Police Pension Fund (NYCPPF)
Cheers!
Answer:
Particulars Amount
Beginning inventory, September 1, 2013 $18,870
Purchase $
224,790
Less: Purchase return and allowance <em><u>$
5,430</u></em>
Net purchase $
219,360
Add: Freight in $9,780
Cost of goods purchased <u>$229,140</u>
Cost of goods available for sale $248,010
Less: Inventory August 31,2014 <u>$20,100</u>
Cost of goods sold <u>$227,910</u>
Answer:
$17,835.90
Explanation:
Currently Hodgkiss is operating at 92% of its fixed asset capacity, so they have an spare 8% to grow without adding any more fixed assets: ($780,000 / 92) x 100 = $847,826.09.
So they need to add fix assets in to increase its production by $32,173.91 (= $880,000 - $847,826.09).
Every dollar spent in fixed assets generates at full capacity $1.8039 in production output (= $847,826 / $470,000).
If they want to increase production by $32,174, they will need to spend $17,835.90 in fixed assets.
Answer:
Given that,
sold a paging system = $4,500
Sold extended warranty = $1,400
The journal entry to record this transaction would include:
(i) cash account Dr. $4,500
To Sales A/c $4,500
(To record the sales)
(ii) Cash A/c Dr. $1,400
To Unearned revenue A/c $1,400
(To record the service revenue)
Answer:
Value of stock = $47.99
Explanation:
<em>The price of a stock using the dividend valuation model is the present value of the the future dividend expected from the stock discounted at the required rate of return.</em>
Year Present Value
1 1.25× 1.15^1 × 1.095^(-1) =1.31
2 1.25× 1.15^2 × 1.095^(-2) = 1.38
3. 1.25× 1.15^3 × 1.095^(-3)= 1.45
Present value of Dividend in Year 4 and beyond
This will be done in two steps
Step 1
PV in year 3 terms
= Dividend in year 4× (1.06)/(0.095-0.06)
1.25× 1.15^3 × 1.06/(0.095-0.06)=57.57
PV in year 0 terms =
PV in year 3 × 1.095^(-3)
=57.5759 × 1.095^(-3)= 43.852
Value of stock = 1.3 + 1.38 + 1.45 + 43.852= $47.99
Value of stock = $47.99
