Answer:
selling price of this car is $22700
Explanation:
given data
zero interest = 72 months
monthly payment = $350
market interest rate = 3.5% per year = 0.2917 % per month
time = 6 year = 72 months
solution
we get here present value of annuity that is
present value annuity = ( 0.2917 % per month , 72 months )
present value annuity = 64.8568
so here selling price of car is
selling price = monthly payment × present value annuity ............1
selling price = $350 × 64.8568
selling price = $22700
so selling price of this car is $22700
Answer:
The answer is "Option D".
Explanation:
The system's performance is gauged only by the level of service. The quality of service specifies the percentage of such goals which should be met. That likelihood of stock remaining in inventory based on a set level of Security Stock is referred to as the service level. Ex: In a contact center, the number of calls that are addressed. That percentage of consumers who have waited less than a fixed amount of time.
Answer:
New-Task.
Explanation:
New-task purchase is that purchase made by a business of which need has not arisen before. The business didn't made decision to make purchase for this new product or purchase before. The new-task purchase decision is made by the business when a need to purchase is perceived internally or by the clients.
In the given scenario, the need to purchase 'cars as part of its sales compensation' defines the criteria of new-task purchase. In this case, Capitol's need to buy or add 'cars' into its sales compensation represents need to make 'New-task purchase.'
Therefore, the correct answer is new-task purchase.
Answer:
$213
Explanation:
For computing the owed amount, first we have to compute the daily rate per day which is shown below:
= HOA fee ÷ number of days in a month
= $355 ÷ 30 days
= 11.83 per day
We know that the number of days in a month is 30 days and the townhome is sold on March 12, so the remaining days would be 18 days ( 30 days - 12 days of march month)
Now the owed amount would be
= Remaining days × per day rate
= 18 days × 11.83
= $213
