1. You are shopping for a loan, and a bank quotes you a rate of 6% (expressedas an APR with continuous compounding). The loan amount is $100,000 and requiresmonthly interest payments. The loan principal will not be paid until the loan maturityin 10 years. What would be the monthly interest payment that you would have tomake on this loan?
2. A few days ago, you entered into 5 futures contracts to buy a stock index at $3,323. Your initial margin was exactly 10% of the value of the transaction. Now, a few days into the contract, the settlement price is $3,225 and you are receiving a margin call asking for additional funds to be posted. What could be the (minimum) maintenance level?
1. Monthly interest payment = $100,000 * (e0.06 * 1/12 - 1)= $10000*(e0.005 -1) = $501.25
I can only answer 1 question at a time so I am solving question 1. Please do rate me and mention doubts in the comments section.
1. You are shopping for a loan, and a bank quotes you a rate of 6%...
29. Your firm just acquired a bank loan in the amount of $20.000 at 6% APR. Equal payments are to be made annual at the end of each year for three years. Construct the amortize Annual Principal Reduction Interest New Principal De Year# Payment Owed $30,000.00 020 Total 30. At 10% APR. $1,000 will grow into in 500 days. It does not specify the compounding frequency, thus you use continuous compounding. Show your work) 31. You are given the Future...
You approach your local bank for a loan. The bank quotes a rate of 5.89% with an effective annual rate of 6%. Does the bank use annual, quarterly, or monthly compounding?
A bank quotes you an interest rate of 12% per annum with monthly compounding. What is the equivalent rate with continuous compounding?
A bank quotes you an interest rate of 12% per annum with monthly compounding. What is the equivalent rate with continuous compounding? 12.22% 11.94% 11.85% 12.12%
When you walk into a bank to get a mortgage loan, the interest rate the bank quotes you is called the ______________? APR EAR Yield
Suppose that you bought two one-year gold futures contracts when the one-year futures price of gold was US$1,340.30 per troy ounce. You then closed the position at the end of the sixth trading day. The initial margin requirement is US$5,940 per contract, and the maintenance margin requirement is US$5,400 per contract. One contract is for 100 troy ounces of gold. The daily prices on the intervening trading days are shown in the following table. Day Settlement Price 0 1340.30 1...
Suppose that you are considering a conventional, fixed-rate 30-year mortgage loan for $100,000. The lender quotes an APR of 4.71%, compounded monthly; mortgage payments would be monthly, beginning one month after the closing on your home purchase. What would be your monthly mortgage payment?
Suppose that you SHORT FIVE May 2016 Gold futures contracts at the opening price of $1,119.40/oz on May 4, 2019. You close out your position on May 8, 2019 at a price of $1,110.50/oz. The initial margin and the maintenance margin requirements are $4,400 per contract and $4,000 per contract, respectively. Contract size is 100 troy ounces per contract. Assume that you deposit the initial margin in cash for the FIVE contracts sold and did not withdraw the excess on...
Suppose that you are considering a conventional, fixed-rate 30-year mortgage loan for $100,000. The lender quotes an APR of 3.28%, compounded monthly; mortgage payments would be monthly, beginning one month after the closing on your home purchase. After 10 years of payments, what is the balance outstanding on your loan? Do not round at intermediate steps in your calculation. Round your answer to the nearest penny. Do not type the $ symbol.
Q1 (Futures Margin call) You took a long position in 10 Eurodllar futures contracts (June 2014 delivery) on 1/13/2012 at the price indicated below. You met all margin calls, and did not withdraw any excess margin. All ED futures have a 90-day maturity and a notional principal of $1 million regardless of the delivery month. When the ED futures price increases by 1 basis point (98.35 to 98.36, for example), one long ED futures position gains $25, and one short...