Answer:
I would have to say A. Yes
Explanation:
If they have a stronger dollar that doesn't drop in value quickly then they can keep on accepting that currency reliably.
Answer:
The times interest earned ratio will reduce
Explanation:
The times interest earned ratio is a ratio that looks at how many times a companies earnings from operations can cover the loan interest it has to pay in a year.
It is calculated by the formula Earnings Before Interest and Tax divided by the interest expense.
Therefore looking at the scenario, if HCA increases its debt level by issuing a $1.53 billion bond, this will increase its interest expense significantly and the number of times its earnings will cover its interest expense will be remarkably lower.
Therefore the times interest earned ratio will reduce
Answer:
A. 2
B. May 1, 2021
Dr Cash $94,600
Cr Deferred revenue $89,870
Cr Deferred revenue-coupons $4,730
C. May 1, 2021
Dr Cash $94,600
Cr Deferred Revenue $94,600
Explanation:
A. Based on the information given the numbers of PERFORMANCE OBLIGATIONS that are in this contract is 2 which are:
KEYBOARD and CUSTOMER OPTION FOR FUTURE DISCOUNT
B. Preparation of the journal entry that Meta would record on May 1, 2021.
May 1, 2021
Dr Cash $94,600
Cr Deferred revenue $89,870
($94,600-$4,730)
Cr Deferred revenue-coupons $4,730
(5%*$94,600)
C. Preparation of the journal entry that Meta would record on May 1, 2021
May 1, 2021
Dr Cash $94,600
Cr Deferred Revenue $94,600
Answer:
(A) $5,131.5
(B) $12,729.5
Explanation:
The interest earned on the value of interest earned before is the compounded interest. Compounding is the reinvestment of the amount earned before and take return over it too.
As per given data
Invested amount = $5,000
Interest rate = 3.9%
Interest is compounded monthly
Monthly rate = 3.9% / 12 = 0.325%
Formula for the accumulated amount of investment
A = P ( 1 + r )^n
Accumulated Money when $5,000 is
(A) Invested for 8 months
A = $5,000 ( 1 + 0.325% ) ^8
A = $5,131.5
(b) Invested for 24 years or 288 months (24 x 12)
A = $5,000 ( 1 + 0.325% ) ^288
A = $12,729.5