Answer:
In fact these loans are basically short term loans which do not require any collateral pledging to get its approval. ... Instead, the criterion for availing these loans is very simple.
Answer: 61,390 liters
Explanation:
If materials were added at the beginning, they will be 100% accounted for at the end of the process.
Equivalent Units = Units started and completed + Ending inventory
= Units completed - Beginning WIP + Ending inventory
= 59,110 - 2,900 + 5,180
= 61,390 liters
The primary concern is security.
Procter & Gamble is a multinational corporation that manufactures and markets many household products is our goal is to use every opportunity we have no matter how small to set change in motion. To be a force for good and a force for growth. Compute Procter & Gamble's receivable turnover ratio and its inventory turnover ratio.
Ans.1a Account receivables turnover ratio = Net credit sales / Average trade receivables
74756 / 6447
11.60 times
*Net credit sales = Total sales * 90%
83062 * 90%
74756
*Average receivables = (Beginning receivables + Ending receivables / 2
(6508 + 6386) / 2
6447
Ans.1b Inventory turnover ratio = Cost of goods sold / Average inventory
42362 / 6834
6.20 times
Cost of goods sold = Total sales - Gross profit
83062 - (83062 * 49%)
42362
*Average inventory = (Beginning inventory + Ending inventory) / 2
(6909 + 6759) / 2
6834
Ans.2a Days' sales in accounts receivables = No. of days in year / Receivables turnover ratio
365 / 11.60
31.47 days
Ans.2b Days' sales in inventory = No. of days in year / Inventory turnover ratio
365 / 6.20
58.87 days
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Answer:
The bill is $57.5
Explanation:
The computation of bill is shown below:
= Price for starters + price for main course + price for deserts + service charge tax
= $12.50 + $28.55 + $8.95 + $7.5
= $57.50
The service charge would be calculated by considering all food costing.
In mathematically
= Service tax rate × ( Price for starters + price for main course + price for deserts)
= 15% × ($12.50 + $28.55 + $8.95)
= 15% × $50
=$7.5
Hence, the bill is $57.5