Answer:
Her Yearly Repayment will be approximately $5771
Explanation:
For an Amortized Loan, to calculate the payment amount per period, we use the formula:
A=[P(1+r)ⁿ]/[(1+r)ⁿ-1]
where A=Payment per period
P= Initial Principal/Loan Amount
r= Interest rate per period
n= number of payments period
From the information provided,
P=$20000
n=4 years
r=6%=0.06
Therefore Yearly Repayment Amount A=[Pr(1+r)ⁿ]/[(1+r)ⁿ-1]
=[20000X0.06(1+0.06)⁴]/[(1+0.06)⁴-1]
=[1200(1.06)⁴]/[(1.06)⁴-1]
=[1200X1.2625]/[1.2625-1]
=1515/0.2625
=$5771.43
Answer: total revenues from intercompany sales.
Explanation:
From the question, we are informed that during the year a parent makes sales of inventory at a profit to its 75 percent owned subsidiary and that the subsidiary also makes sales of inventory at a profit to its parent during the same year.
We are further told that both the parent and the subsidiary have on hand at the end of the year 20 percent of the inventory acquired from one another.
In this case, the consolidated revenues for the year should exclude total revenues from intercompany sales
Answer:
<u>Zone of tolerance</u>
Explanation:
Zone of tolerance with respect to a service refers to, the acceptable range to a customer, that lies between the perceived desired level of service expected and the minimum level of service acceptable.
The service which the customer anticipates or expects to be delivered by a firm is referred to as predicted service.
Customer expectations do not depict a single level of expectation, rather they follows a range of expectations. This range is represented as zone of tolerance.
If the service received lies in the zone of tolerance, the customer would be satisfied. If it is higher than the desired level, the customer would consider it exceptional.
In case the service received falls below the minimum level of acceptance, the customer would be disappointed and feel deceived or tricked.
my question is why do we need to do it i know you asked nicely but i just wanna know
Answer:
They appear to be giving back to the community with food to help the hungry or the homeless.
Explanation:
In the paragraph above they mention practicing. Greenwashing can make a company appear to be more environmentally friendly than it really is. My hope is panera really is doing this for the greater good.
