Corner Supply has a current accounts receivable balance of $246,000. Credit sales for the year just ended were $2,430,000. How many days on average did it take for credit customers to pay off their accounts during this past year

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Answer:

See below

Explanation:

Given the above information, the average debtor days is computed as seen below.

= Total receivables / Credit sales × 365

Total receivables = $246,000

Credit sales $2,430,000

Then,

Average debtor days

= $246,000 / $2,430,000 × 365

= 36.95 days

Hence, it would take 36.95 days on the average for credit customers to pay off their debts during this past year

The average number of days that the debtors take to pay off their accounts is termed as debtor's velocity. The debtor's velocity for the given question will be 36.95 days.

What is debtor's velocity?

The term debtor's velocity can be defined as the number of times the debtors can be converted into cash. Simply, it is the time taken by average debtors to pay off their debts in respect of the credit sales. The formula to calculate the debtors' velocity is:

[tex]\rm Debtor's\: velocity = \dfrac{365\:days}{Debtor's \:turnover\:ratio}\\\\\rm Debtor's\: velocity = 365 \times \dfrac{ Average \:receivables}{Credit\:sales}[/tex]

Since the debtor's turnover ratio is the fraction of Credit sales to average account receivables.

Given:

Accounts receivables balance is $246,000

Credit sales is $2,430,000

Therefore the debtors' velocity will be:

[tex]\rm Debtor's\: velocity = 365 \times \dfrac{ Average \:receivables}{Credit\:sales}\\\\\rm Debtor's\: velocity = 365 \times \dfrac{\$246,000}{\$2,430,000}\\\\\rm Debtor's\: velocity = 365 \times 0.1012\\\\\rm Debtor's\: velocity = 36.95[/tex]

Therefore the number of days the credit customers will take to pay off their accounts is 36.95 days.

Learn more about debtors' velocity here:

https://brainly.com/question/10099698

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