Answer:
Average defection rate = 3.9%
Explanation:
Average defection rate is the rate are which customers stop using a companie's products and services.
It could result from move to other competitors.
To calculate use the following formula
Customers per year= Spending per visit* Yearly frequency* Gross margin* (1/Defection rate)
3,200= 60* 52* 0.04*(1/Defection frequency)
Defection frequency (3,200)= 124.80
Defection rate= 124.80/3,200= 0.039= 3.9%
Answer:
Option A.
Explanation:
It is given that a $150 petty cash fund has cash of $54 and receipts of $83.
We need to find the journal entry to replenish the account.
Cash and receipts = Cash + receipts
= $54 + $83
= $137
Short for cash = Cash fund - Cash and receipts
= $150 - $137
= $13
The required journal entry to replenish the account would include a debit to Cash Over and Short for $13.
Therefore, the correct option is A.
Answer:
Required rate of return = 10.75%
Explanation:
<em>The value of a stock using the dividend valuation model, is the present value of the expected future dividends discounted at the required rate of return. The required rate of return is the cost of equity
</em>
The model is represented below:
P = D× (1+g)/ ke- g
Ke- cost of equity, g - growth rate, p - price of the stock
This model can used to work out the cost of equity, as follows:
Ke = D× (1+g)/p + g
Ke = (1.48× 1.05)/27 + 0.05
Ke= 0.107555556
Required return = 0.1075 × 100 = 10.75
Required rate of return = 10.75%
Answer: 11.65%
Explanation:
The $13,241.39 is a future value amount as it is what is to be accumulated in 2 years.
Future value formula therefore applies:
Future value = Current value * ( 1 + interest rate) ^ no. of years
13,241.39 = 10,621.36 * ( 1 + i) ²
(1 + i)² = 13,241.39 / 10,621.36
(1 + i)² = 1.24667556697
1 + i = √1.24667556697
i = 1.116546267 - 1
i = 11.65%
