Answer:
812.40 units
Explanation:
Given that,
Annual holding cost percentage = 20%
Ordering cost = $110 per order
Annual demand = 15,000 units
Units Ordered - Price Per Unit
1-250 - $30.00
251-500 - $28.00
501-750 - $26.00
751 and up - $25.00
Optimal order quantity:
= 
= 
= 
= 812.40
Therefore, the optimal order quantity is 812.40 units.
Answer:
Manufacturing overhead for July will be $55000
Explanation:
We have given budgeted labor hour in month of July = 20000
Variable overhead rate = $5
So variable manufacturing overhead = 20000×$5 = $100000
Fixed manufacturing overhead = $25000
Now total manufacturing overhead = $100000+$25000 = $125000
Depreciation expense = $7000
So manufacturing overhead for July = $125000 - $7000 = $55000
The new break-even point in units is: $23,200
Solution:
Given,
Marigold Corp. sells radios for $50 per unit
Fixed costs = $545000
Variable costs = 60%
As a consequence of the modern electronic facilities, the fixed costs are projected to rise by $35,000 and the variable costs would be 50% of the purchase price.
Now,
The new break-even point in units is:
= $545000 + $35000
= $580,000
=> 580,000/25 = $23,200
Answer:
Hence , product 1 should be allocated the shelf space
Explanation:
<em>Whenever a company is faced with a situation of large shortage in resources, To maximize the use of the resource in short supply the business should allocate the resource to the product that maximizes the contribution per unit of the scare resource.</em>
For example, the resource in short supply here in the question is the shelf space , <em>hence the contribution per shelf should be used to decide how to allocate the available shelf space to the product.</em>
<em>Product 1 gives a contribution per unit of shelf space of $2000 which is higher by $800 that of product 1. </em>
Hence , product 1 should be allocated the shelf space
Answer:
- 2015 = $94
- 2016 = $128.50
- 2017 = $115
Explanation:
A Market Basket is used to calculate inflation overtime by tracking the change in prices of a specific and permanent number of goods and services.
The formula for calculating the market basket is;
Cost of Market Basket
= ∑(Price of good * Basket Quantity of good)
2015
Cost of Market Basket = (25 * 0.4) + (2 * 18) + ( 4 * 12)
Cost of Market Basket = 10 + 36 + 48
Cost of Market Basket = $94
2016
Cost of Market Basket = (25 * 0.5) + (2 * 22) + ( 4 * 18)
Cost of Market Basket = 12.5 + 44 + 72
Cost of Market Basket = $128.50
2017
Cost of Market Basket = (25 * 0.6) + (2 * 20) + ( 4 * 15)
Cost of Market Basket = 15 + 40 + 60
Cost of Market Basket = $115
