Answer:
Loyalty program
Explanation:
Loyalty programs: This is a program which is used to encourage customers to patronise a business more frequently and also purchase more products.
Loyalty program involves giving incentives such as discount, access to new product in order to motivate customers.
A loyalty program involves the operator and the participants. The operator set up an account for a customer and issue a loyalty card to the customer. The loyalty card identifies the card holder as a participant in the program. The participant is entitled to incentives related to the program.
Loyalty card can also be called various names such as 'reward card', 'advantage card', and so on.
Based on the retained earnings for the four years, the average dividend payment per year was $700.
<h3 /><h3>What was the average amount of dividends?</h3>
This can be found as:
= Dividend payment for four years / 4 years
Dividend payment for four years:
= Net income - retained earnings
= (6,000 + 4,000 + 7,000 - 3,000) - 8,400
= $5,600
Average dividends:
= 5,600 / 4
= $1,400
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Find out more on dividend payments at brainly.com/question/25845157.
Answer and Explanation:
Particulars Microscopes
Made units 11,800
Less : Sold units 7,800
Closing Inventory 4,000
Now
Cost per Microscope is
= $66,375,000 ÷ 11,800
= $5,625.
Now
The Portion of Transportation Cost still in hand in Ending Inventory is
= $5,625 × 4,000
= $22,500,000
Now the identification of the financial statement elements are as follows
Assets Overstated $22,500,000
Liabilities Not Affected
Retained earnings Overstated $22,500,000
Revenue Not Affected $22,500,000
Expense Understated $22,500,000
Net income Overstated $22,500,000
The liabilities and the revenue is not affected and the other items would affected accordingly
Answer:2(5d+8)
Explanation:
We need to combine like terms in this expression by adding up all numerical coefficients and copying the literal part, if any.
No numerical coefficient implies value of 1.
There is only one group of like terms:
Answer:
9.54%
Explanation:
we can use the dividend growth model (Gordon model) to calculate the cost of equity (Re):
current stock price (P₀) = next future dividend (Div₁) / [cost of equity (Re) - constant growth rate (g)]
Div₁ = $2.80 x 1.045 = $2.926
$58 = $2.926 / (Re - 0.045)
Re - 0.045 = $2.923 / $58 = 0.05045
Re - 0.045 = 0.05045
Re = 0.05045 + 0.045 = 0.0954 = 9.54%