<span>If these are the missing choices:
</span>A : the Securities and Exchange Commission, income principle
<span>B : GAAP, revenue recognition principle
C : GAAP, expense recognition principle
D : the IRS, tax principle </span><span>
My answer is: </span><span>B : GAAP, revenue recognition principle
</span><span>
The cash-basis is not in accordance with GAAP, and mahogany is in violation of the REVENUE RECOGNITION PRINCIPLE.
GAAP refers to Generally Accepted Accounting Principle.
It is stated that income must be recognized when it is earned not when cash is received. Because the company is using cash-basis, they will only report income earned on July 12 when they received the money not when they earned it which is before their fiscal year ending June 30.
They should recognized receivables from customers before closing the books for the fiscal year. </span>
Answer:
C) $300 U
Explanation:
Gipple Corporation
Material Quantity Variance = (Actual Quantity Used * Standard Unit Cost )-
( Standard Quantity Used * Standard Unit Cost )
Material Quantity Variance =(AQ* SP) -(SQ*SP)
Material Quantity Variance = (24,870* 6)- ( 7.3* 3400 *6)
Material Quantity Variance = (24,870* 6)- (24,820* 6)
Material Quantity Variance = 149220 - 148920
Material Quantity Variance = $300 Unfavorable
As actual quantity is greater than standard quantity it is unfavorable.
Answer:
a. was largely driven by the desire for expanded overseas trade
Explanation:
Answer:
He should order 681.66 gallons to minimize the cost, but he have a 500 gallon tank he can fill, so he will order 500 gallons every time, to minimize the cost.
Explanation:
According to the given data we have the following:
h = handling cost per unit = $ 9
S = Ordering cost per order = $20.5
He uses 8,500 gallons a month, therefore, the annual demand D= 8,500*12 = 102,000 gallons
.
Therefore, the optimal ordering quantity would be= [ (2*D*S) / h ]1/2
=681.66 units
He should order 681.66 gallons to minimize the cost, but he have a 500 gallon tank he can fill, so he will order 500 gallons every time, to minimize the cost.
