Complete question:
amber is in charge of preparing an annual budget for her company. as part of the budgeting process, she must estimate COGS and ending inventory. which of the following statements is correct regarding the use of the gross profit method
amber must take a physical inventory to determine ending inventory and COGS
amber may utilize the gross profit method, but must also take a physical inventory
amber may utilize the gross profit method to estimate ending inventory and COGS
Answer:
Amber may utilize the gross profit method to estimate ending inventory and COGS
Explanation:
The gross profit method is a strategy used to measure the value at the end of the product. The method may be used with monthly accounting statements where a physical warehouse is not feasible.
(However, it is not a substitution for an actual physical inventory.) It is often used to measure the volume of lost products incurred by burglary, accident or other disasters.
For example, if a business buys products of $80 and sells them for $100, the gross profit is $20.
Answer:
B) $2,86
Explanation:
Using the high-low method we will use the highest activity level and the lowest activity level to determine the variable and fixed portion of the costs.
Highest activity - Cost $ 14182 Hours - 4200
Lowest activity - Cost $ (8748) Hours - (2300)
Difference - $ 5434 1900
Now we determine the variable portion. 5434/1900 = 2,86
Thus the answer is B.
Answer: $75
Explanation:
After deduction all expenses and taxes, the balance left either at hand or in bank is the discretionary income.
Answer: 17.56%
Explanation:
Given that,
Leonardo taxable income = $90,000
Tulsa bonds = $8,750
Theresa taxable income = $50,000
Computation of Leonardo's Tax:
According to the tax rate schedule,
Total Tax = Tax + 24% of taxable income over $82,500
= $14,089.50 + 24% × $7,500
= $14,089.50 + $1,800
= $15,889.5
Computation of Theresa's Tax:
According to the tax rate schedule,
Total Tax = Tax + 22% of taxable income over $38,700
= $4453.50 + 22% × $11,300
= $4453.50 + $2,486
= $6939.5
Total tax on Leonardo's income and Theresa's income:
= $15,889.5 + $6939.5
= $22,829
Effective tax rate = 
= 
= 17.56%
