Answer:
$619.75
Explanation:
This is a problem of future value with compounded interest.
The equation that describes the future value of an amount (P) deposited for a period of 'n' years at an annual rate (r) compounded quarterly is:
For a $550 investment at 4% per year for 3 years, the future value is:
In 3 years, Jose will have $619.75 available towards the down payment for his motorcycle.
To control the supply of money to help stabilize the economy
Explanation:
An increase in the supply of money works both through lowering interest rates, which spurs investment, and through putting more money in the hands of consumers, making them feel wealthier, and this stimulates spending.
Answer:
$6490
Explanation:
The computation of the ending inventory is shown below:
= (January ending inventory in units × price) + (February ending inventory in units × price) + (May ending inventory in units × price) + (September ending inventory in units × price) + (November ending inventory in units × price)
= (8 units × $113) + (9 units × $124) + (13 units × $136) + (7 units × $144) + (11 units × $154)
= $904 + $1,116 + $1,768 + $1,008 + $1,694
= $6,490
Answer:
c. When ordering or setup costs increase, Economic Order Quantity increases
Explanation:
In inventory there are two types of review systems used to replenish stock, the periodic inventory and continuous inventory.
Continuous inventory involves ordering the same quantity of a good in each order. However the rate at which goods are replenished varies based on monitoring of level of goods. Orders are made when inventory gets to a certain level.
In this instance when there is an increase in ordering or setup there needs to be allocation of a higher amount for orders. The additional cost is added to the economic order quantity
