Answer: $85,500
Explanation:
From the question, we are told XYZ Corporation takes out a $1 million loan and the interest on the loan is paid semiannually.
We are also told that the six-month interest rate is six-month LIBOR 80 basis points, with a cap at 9.25%. Assume that LIBOR is at 8.5% on March 4, 1999, and 7.75% on September 4, 1999.
The second interest payments on the loan will be:
The interest rate will be:
Interest rate = LIBOR + 80bps
= 7.75 + 0.8
= 8.55%
Interest paid in the second period
= $1,000,000 × 8.55%
= $1,000,000 × 0.0855
= $85,500
Note that there is no need for using the cap since the interest didn't exceed 9.25%
Answer: <em>C </em>
by helping you understand that every choice has a tradeoff.
Explanation:
Just took the test in edgenuity
b is thew answer hope this helped
Answer:
Dr Potter's 8% Bonds $100,000
Cr Cash $100,000
Dr Cash $4,000
Cr Interest income $4,000
Explanation:
Based on the information given the appropriate journal entry will be:
Dr Potter's 8% Bonds $100,000
Cr Cash $100,000
(Being 8% Bonds purchased)
Dr Cash $4,000
Cr Interest income $4,000
($100,000*8%*1/2)
(To record semi annual interest receipt)
Answer:
Option A will save her $4,500
Explanation:
Calculation to determine Which statement about the costs per year is true
First step is to calculate OPTION A cost per year
Option A Costs per Year
Work-Study $4,000
Tuition & Fees $10,000
Scholarship & Grants $7,000
Room & Board $11,500
Total $18,500
Second step is to calculate OPTION B cost per year
Option B Costs per Year
Work-study $4,000
Tuition & Fees $28,000
Scholarship & Grants $18,000
Room & Board $9,000
Total $23,000
Now let determine Which statement about the costs per year is true
Costs per year= $23,000-$18,500
Cost per year=$4,500
Therefore the statement about the costs per year that is true will be: Option A will save her $4,500 because the cost per year for OPTION A is LESS COSTLY than that of option B by $4,500.
