Answer: $1392
Explanation:
The depreciation rate under straight line is =1/5=0.2
The depreciation rate under double declining is = 0.2 × 2 = 0.4
Depreciation expense for the first year = 0.4 × $5800 = $2320.
At the beginning of year two, net book value = $5800 - $2320 = $3480
Depreciation expense for year two = 0.4 × $3480 = $1392
Trade restrictions tend to preserve relatively few jobs in the protected industries and lead to job losses in other industries. Trade restrictions can vary from quotas, embargoes, standards, subsidies, tariffs and more that make it hard to trade (important/export) goods between two companies and also set prices for these. Depending on what is allowed and what is not different industries can benefit from the trade restrictions and some can be harmed by them.
Answer:
29,771 units
Explanation:
The break-even indicates the number of units that you have to sell to cover your costs. The break-even point is calculated by using the formula:
Break-even point in units= Fixed costs/(selling price per unit-variable cost per unit)
Break-even point in units= $195,000/($14.95-$8.40)
Break-even point in units= $195,000/$6.55
Break-even point in units= 29,771 units
The break-even point in units is 29,771.
Answer:
C) Factoring
Explanation:
In factoring, the Companies shall sell the accounts receivables to Tobit Financing at a discounted rate when they are apprehensive about receiving the same from their debtors in time. Once received by Tobit Financing, it shall recover the dues from those accounts at the full rate. The difference shall be the earning of Tobit Financing. This may also be true when such Companies are in urgent need of cash and this option seems to be the most viable.
Answer:
It is the Cost of Goods Manufactured that should be transferred to the Finished Goods account. As both of them are asset account, adding to the Finished Goods account would debit it and taking from the Work in Process account would credit it.
Date Account Title Debit Credit
XX-XX-XXX Finished Goods $1,469,000
Work in Process $1,469,000
