I would assume true, visual merchandising is more of displaying products and flat drawing aren’t as interactive.
Answer: miscellaneous code
Explanation:
The HCPCS level II miscellaneous codes include miscellaneous not otherwise classified codes that are reported to the food and drug Administration when a durable medial equipment, prosthetics, orthotics, and supplies (DMEPOS) dealer submits a claim for a product or service for which there is no existing HCPCS level II code.
Answer:
Date Description Dr. Cr.
Dec 31 Sales discounts $200
Allowance for sales discounts $200
Explanation:
Expected sales discounts. $10,000 × 2% = $200
As the discount is expected and according to the accrual accounting concept the expenses accrued or expected to incurred should be recorded in the period in which revenue of that expense is recorded. Discount of 2% is expected to be availed by the customer amounting sales of $10,000. and it will be availed after year end as discount period will end after year end.
Answer: OPTION A
Explanation: For winning the suit of negligence- duty, breach, cause and damage are the four elements that the plaintiff needs to prove. Intent is not an element of negligence.
Intent, used as a short form for intention, can be defined as the commitment of an individual to do certain action in present or in future period.
Answer:
The correct answer is r=(DIV1/P0)+g
Explanation:
The expected rate of return for a stock is usually the dividend yield added to capital gains yield.
Dividend yield is the percentage of the share's price that the company pays to shareholders as dividends and the formula is the dividends divided by the share price, hence in this scenario it DIV1/PO
On other hand,capital gains yield is the percentage increase of the share price over time. In other words, the share price growth rate,which is a market expectation of the company's performance.The g given in the question depicted this.
Without mincing words,the expected rate of return on the stock is dividends yield(DIV1/P0) plus the capital gains yield(g)