Answer:
pay-per-click (each time a user clicks a link to a retailer’s website).
Explanation:
Pay-per-click is the cost stipulated by online survey platforms for each click on a sponsored ad.
Popularized by Google AdWords, this is one of the most used metrics for digital marketing, mainly because of the ease of having measurable digital advertising efforts.
The great advantages of this metric is the possibility of measuring and monitoring the number of users who will click on your link, making it more effective to analyze the impact that your business media has on people.
that means simply your a business man seller
Answer:
Explanation:
The adjusting entry is shown below:
Office supplies expense A/c Dr $257
To Office supplies $257
(Being adjusted entry recorded in respect of office supplies)
Since in the question it is given that, the debit balance of office supply is $363 and the physical count show $107 unused supplies which mean it is of no use. So, the actual amount of office supplies would be calculated by applying an equation which is shown below:
= Office supplies debit balance - unused office supplies
= $363 - $107
= $257
Moreover, the office supply is shown in the balance sheet under the assets account. And, to find out the correct value of the office supply we debit the expense account and credit the asset account.
Answer:
9.69%
Explanation:
Given the following :
Net income = $4819
Total asset = $38,200
Taxable income = $6,100
Dividend payout ratio = 30% = 0.3
The internal growth rate is calculated thus ;
(Return on asset × Retention ratio)/[1-(Return on asset × Retention ratio)]
Return on asset = (Net income / total asset)
Return on asset = ($4,819 / $38,200)
Return on asset = 0.12615
Retention ratio = 1 - Dividend payout ratio
Retention ratio = 1 - 0.3 = 0.7
Hence internal growth rate :
(0.12615 × 0.7) / 1 - (0.12615 × 0.7)
0.088305 / 1 - 0.088305
0.088305 / 0.911695
= 0.0968580
= 0.0968580 × 100%
= 9.685%
= 9.69% ( 2 decimal places)
I guess the correct answer is the GDP deflator but not in the consumer price index.
A decrease in the price of domestically produced nuclear reactors will be reflected in the GDP deflator but not in the consumer price index.
