Answer:
The answer is 27,408.71
Explanation:
Solution
Recall that:
You were left with a trust fund of =$100,00
Interest rate = 6.5%
Money with drawled = 4 installments
Now,
The step to take is to find you could withdraw currently at the start of each of the next 3 years with a zero account to end up with.
Now,
100, 00 = X (1 - (1.065)^-4/.065/1.065
We now solve for X
Thus
X =7,408.71
By applying or using a financial calculator
We arrange it to an annuity due setting - [2nd] [BGN] then [2nd] [Set] this will set it to mode "BGN"
So,
N = 4
I/Y = 6.5
PV = -100,000
FV = 0
CPT PMT
The payments are known to to be 27,408.71
Note : Kindly find an attached copy of the Financial calculator below
Workers intentionally reduce productivity, can also be a strike, if too little work is done.
Answer: <u><em>The accounting for customer food checks by the supervisor.
</em></u>
An unfitting classification of responsibilities existed because the supervisor was accountable for accounting for customer food checks and depositing acknowledgment and had the quality to set POS totals .
<u><em>Therefore, the correct option is (a)</em></u>
Answer:
The minimum transfer price that the Alabama Division should accept is $60 per unit.
Explanation:
The division providing the goods internally often has the opportunity to sell these same goods externally instead and so the minimum they will be willing to charge another division is cost plus their profit margin (i.e. the minimum they would normally charge an external customer).
the minimum price to be charged is :
Variable cost per unit = $24
Fixed Cost per unit = $15
Total Cost per unit = $39 and the profit margin when added makes its selling price to be equal to $60 (i.e. the price which is to be charged from outside customers).
Alabama Division will cover its minimum opportunity cost i.e. its sales price to the external customers which it will charge from Arkansas division .
Minimum transfer price = $60 per unit.
Therefore, The minimum transfer price that the Alabama Division should accept is $60 per unit.
Answer:
$84.00
Explanation:
The cost of machining per phone will be calculated as;
Machine time required x cost per machine hour
Here Given is:
6 hours of machine time
$14.00 per machine hour rate
6 hours × $14.00 = $84.00
