Answer: N&B Equipment Company:
Current ratio = 1.33
Quick ratio = 0.746
Jing Foodstuffs Corporation:
Current ratio = 1.65
Quick ratio = 0.928
Explanation:
For N&B Equipment Company:


= 1.33


= 0.746
For Jing Foodstuffs Corporation:


= 1.65


= 0.928
Answer:
False
Explanation:
Use high reach vehicle support stands to help stabilize the vehicle for jobs that involve considerable displacement of weight or that shake the vehicle. Never lower vehicles onto vehicle support stands. If this is done, the stands may push the vehicle off the lift.
Answer:
46.07 days
Explanation:
Calculation for the firm's days' sales uncollected for the year
Using this formula
Days' Sales Uncollected Ratio = Ending Accounts Receivable/Net Sales * 365
Let plug in the formula
Days' Sales Uncollected Ratio = ($76,422/$605,500) * 365
Days' Sales Uncollected Ratio = 46.067 days
Days' Sales Uncollected Ratio = 46.07 days Approximately
Therefore the firm's days' sales uncollected for the year is: 46.07 days
Answer:
D
Explanation:
Normal goods are goods that are goods whose demand increases when income increases and falls when income falls
If good X is a normal good and the consumers income increases, the demand for good X would increase
It would have been that the Law of demand not supply that didn''t hold
according to the law of supply, the higher the price, the higher the quantity supplied and the lower the price, the lower the quantity supplied.
According to the law of demand, the higher the price, the lower the quantity demanded and the lower the price, the higher the quantity demanded.
Answer:
The accounting profit is $30,000.
Explanation:
The implicit cost of running the restaurant is the opportunity cost of giving up a salary of $40,000 per year working as a chef.
The revenue earned from the restaurant is $100,000.
The explicit costs is
= $50,000 + $20,000
= $70,000
An accountant will consider only the accounting cost or explicit cost in the calculation of profits.
Accounting profit
= Total revenue - Explicit costs
= $100,000 - $70,000
= $30,000