Answer:
Allocation rate Machining= $50 per machine hour
Explanation:
Giving the following information:
Estimated Machining cost= $4,000,000
Estimated Number of machine hours= 80,000
<u>To calculate the allocation rate for the Machining department, we need to use the following formula:</u>
Allocation rate Machining= total estimated costs for the period/ total amount of allocation base
Allocation rate Machining= 4,000,000 / 80,000
Allocation rate Machining= $50 per machine hour
Answer:
The borrower is best off in situation <u>"a"</u> and the lender is best off in situation ▼ "C" .
Explanation:
Considering all the situations given in the options, the <u>borrower</u> is best in situation <u>a</u> and <u>lender</u> is best off in situation in <u>c</u>.
<u>Part a </u>
Real Interest rate = Nominal Interest rate - Inflation rate = 14 - 17 = -3 per cent. Thus, the purchasing power of money has fallen and the person has to pay back money with little purchasing power as compared to the value of the purchasing power at the time he borrowed money. Thus, borrowers are best off.Thus, <u>borrower</u> is best off when the inflation rate is very high.
<u>Part c</u>
Inflation rate is negative, thus the purchasing power of money will increase and lenders will get back money with higher purchasing power as compared to the value of the purchasing power of money at the time he lend the money. Thus, <u>lender </u>is best off when inflation rate is lowest.
Answer:
Explanation:
We shall apply the concept of coefficient of variation to know the consistency of data
coefficient of variation
= standard deviation / mean or average
In case of City A
coefficient of variation = 86 / 820
= .1048
In case of City B
coefficient of variation = 75 / 790
= .0949
Since it is less for city B , rent for this city is more consistence or with less of variation
So the conclusion is false.
The question is incomplete. The complete Question is as follows,
Whistle Works manufacturers safety whistle keychains. They have the following information available to prepare their master budget:
Units to be produced
October 4,500
November 4,750
December 5,200
Whistle Works sells each whistle for $12. It takes 3 ounces of metal to produce each whistle at a cost of $0.50 per ounce. They prefer to have 10% of materials required for the following month's production in ending inventory as well. How many ounces of direct materials does Whistle Works need to purchase in October to meet production needs?
A) 4,500 ounces
B) 13,575 ounces
C) 13,425 ounces
D) 4,525 ounces
Answer:
Purchases = 13575 ounces
Option B is the correct answer
Explanation:
To calculate the purchases of material for October, we first need to calculate the inventory needed to produce the desired number of units in October along with the desired ending inventory and adjust it for the available opening inventory at start of October.
Material available at Start - October = 10% * 4500 units * 3 ounces per unit Material available at Start - October = 1350 ounces
Material required at end - October = 10% * 4750 units * 3 ounces per unit
Material required at end - October = 1425 ounces
Material required to produce required units in October = 4500 * 3 = 13500
Production = Opening Inventory + Purchases - Closing Inventory
13500 = 1350 + Purchases - 1425
13500 + 1425 - 1350 = Purchases
Purchases = 13575 ounces
