Answer:
$42,680 under applied
Explanation:
The computation is shown below:
First, Calculate the predetermined overhead rate per hour which equals to
= (Estimated Overhead cost ÷ estimated machine hours)
= ($175,100 ÷ 25,600 hours)
= $6.84 per hour
So, the applied overhead equals to
= Predetermined overhead rate per hour × actual machine hours
= $6.84 per hour × 20,500 hours
= $140,220
So, the over/under applied overhead equals to
= Applied overhead - actual overhead
= $140,220 - $182,900
= $42,680 under applied
Answer:
Please see explanation
Explanation:
The transactions shall be recorded in the general ledger in the following way:
Debit Credit
Cash $13,000
Common stock $13,000
(Received $13,000 cash from the issue of common stock)
Accounts receivable $45,000
Revenue $45,000
(Performed services on account for $45,000)
Utility expense $1,100
Cash $1,100
(Paid the utility expense of $1,100)
Cash $33,000
Accounts receivable $33,000
(Collected $33,000 of the accounts receivable)
Salaries expense $6,250
Salaries payable $6,250
(Recorded $6,250 of accrued salaries at the end of the year)
Retained Earnings $1,000
Cash $1,000
(Paid a $1,000 cash dividend to the stockholders)
Answer: 7.5%
Explanation:
Given the following :
Coupon rate = 7.5% semi-annually = 0.0375
Coupon or interest payment per period = $37.5
Period (n)= 6.5 years * 2 = 13
Face value(f) = $1000
Price of bond = face value = $1000
Semiannual Yield to maturity = [(((f-p)/n) + C) / (f + p)/2]
Semiannual YTM = [(((1000 - 1000) / 13) + 37.5) / (1000 + 1000)/2]
Semiannual Yield to maturity = [(((0 /13) + 37.5) / 2000/2]
= 37.5 / 1000 = 0.0375 = 3.75%
Yield to maturity = 2 × Semiannual yield to maturity
Yield to maturity = 2 × 3.75% = 7.5%
