Markus Company’s common stock sold for $3.75 per share at the end of this year. The company paid a common stock dividend of $0.60 per share this year. It also provided the following data excerpts from this year’s financial statements:
Ending Balance |
Beginning Balance |
|||
Cash | $ | 41,000 | $ | 36,200 |
Accounts receivable | $ | 74,000 | $ | 58,700 |
Inventory | $ | 64,900 | $ | 74,000 |
Current assets | $ | 179,900 | $ | 168,900 |
Total assets | $ | 590,000 | $ | 624,000 |
Current liabilities | $ | 70,500 | $ | 63,000 |
Total liabilities | $ | 160,000 | $ | 144,000 |
Common stock, $1 par value | $ | 139,000 | $ | 139,000 |
Total stockholders’ equity | $ | 430,000 | $ | 480,000 |
Total liabilities and stockholders’ equity | $ | 590,000 | $ | 624,000 |
This Year | ||
Sales (all on account) | $ | 865,000 |
Cost of goods sold | $ | 501,700 |
Gross margin | $ | 363,300 |
Net operating income | $ | 206,250 |
Interest expense | $ | 11,000 |
Net income | $ | 136,675 |
rev: 05_25_2017_QC_CS-89969
11. What is the company’s operating cycle? (Round your intermediate and final answers to 2 decimal places.)
Company’s Operating Cycle
Average Collection Period = Average Accounts Receivables / Credit sales per day
= [($74,000 + $58,700)/2] / [$865,000 / 365 Days]
= [$132,700/2] / $2,369.86 per day
= $66,350 / $2,369.86 per day
= 28.00 Days
Days sales in Inventory = Average Inventory / Cost of goods sold per day
= [($64,900 + $74,000)/2] / [$501,700 / 365 Days]
= [$138,900/2] / $1,374.52 per day
= $69,450 / $1,374.52 per day
= 50.53 Days
Therefore, the Company’s Operating Cycle = Average Collection Period + Days sales in Inventory
= 28.00 Days + 50.53 Days
= 78.53 Days
“Hence, the Company’s Operating Cycle will be 78.53 Days”
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