Answer:
b)$34.45
Explanation:
Gratuity is similar to a service charge.
If the bill is $191.40, and gratitude of 18 percent will be added.
The actual gratitude amount that will be added will be equal to
18% of the $191.40 bill.
=18/100 x $191.40
=0.18 x 191.40
= $34.45
Answer:
Ophelia Inc.
Assuming that the company utilizes the allowance method, Ophelia should record a(n):
decrease in Accounts Receivable
Explanation:
This means that the accounts receivable will be credited while the allowance for doubtful accounts is debited to record the decreased value. The Patton Inc. account may not be recovered fully. However, the amount of the decrease depends on the amount that can be recovered from Patton. Thereupon, the accounts receivable will first be credited with the cash recovered with the corresponding debit entry in the Cash account.
Answer:
274.7%
Explanation:
The total amount that Eric will borrow will be = 43114311+33503350+13391339 = 90009000.
Now to calculate WACC, we will apply the WACC formula:
WACC = (43114311/90009000)*0.66 + (33503350/90009000)*0.88 + (13391339/90009000)*14.14
Hence,
WACC = 274.74%
The solution was very simple, we just applied the WACC formula by taking the total amount of debt in the denominator of each of the loans taken and multiplied it by the interest rate on which it is taken.
Hope this helps, although I think the values in the question are not correct, but nonetheless I have provide the correct solution according to the given values.
Thanks.
Answer:
$5,175
Explanation:
The computation of the amount after 8 month is as follows
As we know that
Amount = Principal × (1 + interest rate × number of days ÷ total number of days)
where,
Principal = $5,000
Interest rate = 5.25%
Number of days = 30 days × 8 months = 240 days
And, the total number of days = 360 days
So, the amount after 8 months is
= $5,000 × (1 + 5.25% × 240 days ÷ 360 days)
= $5,000 × 1.035
= $5,175
Answer: d. $282,000
Explanation:
The workforce complement is to increase by 10%;
= 471 * 10%
= 47.1
= 47 people
Recruiting cost = 47 * (recruiting base + recruiting spend)
= 47 * ( 1,000 + 5,000)
= $282,000
