During the last week of August, Oneida Companys owner approaches the bank for a $108,500...
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During the last week of August, Oneida Companys owner approaches the bank for a $108,500 loan to be made on September 2 and repaid on November 30 with annual interest of 9%, for an interest cost of $2,441. The owner plans to increase the stores inventory by $60,000 during September and needs the loan to pay for inventory acquisitions. The banks loan officer needs more information about Oneidas ability to repay the loan and asks the owner to forecast the stores November 30 cash position. On September 1, Oneida is expected to have a $4,500 cash balance, $121,600 of net accounts receivable, and $100,000 of accounts payable. Its budgeted sales, merchandise purchases, and various cash disbursements for the next three months follow.
Budgeted Figures*
September
October
November
Sales
$
220,000
$
475,000
$
480,000
Merchandise purchases
240,000
220,000
198,000
Cash payments
Payroll
20,200
22,000
24,300
Rent
8,000
8,000
8,000
Other cash expenses
34,100
30,600
20,250
Repayment of bank loan
108,500
Interest on the bank loan
2,441
*Operations began in August; August sales were $160,000 and purchases were $120,000. The budgeted September merchandise purchases include the inventory increase. All sales are on account. The company predicts that 24% of credit sales is collected in the month of the sale, 44% in the month following the sale, 21% in the second month, 8% in the third, and the remainder is uncollectible. Applying these percents to the August credit sales, for example, shows that $70,400 of the $160,000 will be collected in September, $33,600 in October, and $12,800 in November. All merchandise is purchased on credit; 40% of the balance is paid in the month following a purchase, and the remaining 60% is paid in the second month. For example, of the $120,000 August purchases, $48,000 will be paid in September and $72,000 in October. Required: Prepare a cash budget for September, October, and November. (Round your final answers to the nearest whole dollar.)
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