The monthly payment is $386.67.
<h3>
What is the monthly interest rate?</h3>
- A monthly interest rate is simply the amount of interest charged in one month.
- This does not include any other fees associated with the loan, and it does not indicate how expensive a loan is.
- APR, on the other hand, is the annual percentage rate charged on a loan for a year.
So,
- PV = 20,000, I/y = 0.50, n = 12 × 5, FV = 0
- CPT PMT which equals $386.67
Therefore, the monthly payment is $386.67.
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The answer is Pool Cleaning Systems. The relevant market product is Pool Cleaning System. It is engineered to clean the entire pool, including floors, steps, benches, even spas. Nozzles pop up consecutively to direct a power jet of water to direct debris towards the MDX-R3 drain.
Answer:
Distributing work among his subordinates and arranging their shifts and tasks to be performed is related most closely to controlling and analyzing performance against goals managerial function.
Explanation:
A manager is who is in charge of departments in companies, guiding the people, making decisions planning for better.
The are four functions of management in industries include distributing work among subordinates and arranging their shifts and tasks to be performed, controlling a workflow, analyzing performance against goals and leading to internal goals achievement.
THE ANSWER IS .....
B.INITIATIVE
If we used the retail method to estimate the ending inventory first we get the given of the problem that can be used in solving.
Given
Sales - 200,000
Goods available for sale - 261,000 (cost) & 450,000 (retail)
First, we need to get the cost of retail ratio. the formula is
Cost to Retail ratio= Cost/ Retail
261,000
CRR= ------------- = 0.58
450,000
Next is to get the ending inventory by following this steps
Cost Retail
Cost of Goods Available for Sale $261,000 $450,000
- Sales $200,000
------------------
Ending Inventory $250,000
x Cost to Retail Ratio .58
------------------
Ending Inventory $145,000
So, the estimated ending inventory for the month of July is $145,000.