Answer:
a $210,000
b 21.69 times
c 16.83 average days
Step-by-step explanation:
a. The ending balance of accounts receivable
= Accounts receivables at the beginning - Cash collections + Net Credit sales
Given that;
Accounts receivables at the beginning = $140,000
Cash collections = $3,725,000
Net Credit sales = $3,795,000
Ending balance of accounts receivable
= $140,000 + $3,795,000 - $3,725,000
= $210,000
b. Compute the accounts receivable turnover
= Net credit sales + [(Beginning account receivable + Ending account receivable) / 2]
= $3,795,000 ÷ [ ($140,000 + $210,000)/2]
= $3,795,000 ÷ $175,000
= 21.69 times
c. Compute the average collection period
= Average accounts receivable ÷ [Annual sales ÷ 365]
= $175,000 ÷ ($3,795,000 ÷ 365)
= $175,000 ÷ $10,397
= 16.83 average days to collect receivables