Answer:
$37,600 favorable
Explanation:
Variable overhead spending variance can be computed as;
= (Actual hours worked × Actual variable overhead rate) - ( Actual hours worked - Standard variable overhead rate)
= ( 18,800 hours × $77,700/12,000) - (18,800 hours × $4.5)
= [(18,800 × $6.5) - (18,800 × $4.5)]
= $122,200 - $84,600
= $37,600 favorable
Answer:Expected value = - 94661.45
Explanation:
The Policy pay out is $95000 ,if a client is in life threatening accident insurance company will loose $95000, if the client is not in a life threatening accident the insurance company will gain $250
Probability (Client is in a threatening accident) = 0.999063
Probability (not in a life threatening accident)= 1 - 0.999063 = 0000937
Insurance Premium = $250
Insurance Payout = $95000
expected value = 0.999063 x (- (95000 - 250)) + 0.000937 x (250)
expected value = 0.999063 x (-94750) + 0.000937 x (250)
expected value = - 94661.21925 + 0.23425 = - 94661.44675
expected value = - 94661.45
Answer:
A. $650 $750 $677
Explanation:
period purchases sales
1 20 units at $50 15 units at $60
2 35 units at $40 35 units at $45
3 85 units at $30 85 units at $35
total revenue = $900 + $1,575 + $2,975 = $5,450
COGS:
- using FIFO = (15 x $50) + (5 x $50) + (30 x $40) + (5 x $40) + (80 x $30) = $4,800
- using LIFO = (15 x $50) + (35 x $40) + (85 x $30) = $4,700
- cost average = ($4,950 / 140 units) x 135 units = $4,773.21
Gross profit:
- using LIFO = $5,450 - $4,800 = $650
- using FIFO = $5,450 - $4,700 = $750
- using cost average = $5,450 - $4,773.21 = $676.79 ≈ $677
Answer:
He should offer solution and gain agreement that the proposed solution is acceptable.
Explanation:
Achieving customer satisfaction is essential for any Company to be a successful entity. Anton is one of the representatives of Company and hence he needs to present the Company in good light before the customers. One of the ways of doing this is to pay attention to their grievances with the attempt to solve and redress the same as Anton should do in the above manner.
Answer:
ok... thank you for the information