Gayle has a HELOC with MCAP Financial Corporation at an interest rate of prime +2.75%. Her current balance owing on November 1 is $14,500.00 and she is required to make interest-only payments on the first of every month. The prime rate is set at 3.5%. She makes one payment of $2,750.00 on January 19. Create three months of her repayment schedule. (Round all monetary values to the nearest penny.) (Use a minus sign before the dollar sign to denote a negative monetary value. For example, -$149.63") (Give all "Number of Days" quantities as fractions with denominator 365.) Date Balance before Transaction Annual Interest Rate Number Interest Accrued Interest of Days Charged Payment (+) or Advance (-) Principal Balance after Amount Transaction Nov 1 $14,500.00 Dec 1 6.25% Jan 1 6.25% Jan 19 6.25% $2,750.00 Feb 1 6.25%
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- Gayle has a HELOC with MCAP Financial Corporation at an interest rate of prime +2.25%. Her current balance owing on November 1 is $13,750.00 and she is required to make interest-only payments on the first of every month. The prime rate is set at 4.25%. She makes one payment of $2,500.00 on January 19. Create three months of her repayment schedule. (Round all monetary values to the nearest penny.) (Use a minus sign before the dollar sign to denote a negative monetary value. For example, "$149.63") (Give all "Number of Days" quantities as fractions with denominator 365.) Date Balance before Transaction Annual Interest Rate Number Interest Accrued of Days Charged Interest Nov 1 Dec 1 6.5% Jan 1 6.5% Jan 19 6.5% Feb 1 6.5% Note: You can earn partial credit on this problem Preview My Answers Submit Answers Payment (+) or Advance (-) $2,500.00 Principal Balance after Amount Transaction $13,750.00 fore now version will be requested.Gayle has a HELOC with MCAP Financial Corporation at an interest rate of prime +2.75%. Her current balance owing on November 1 is $13,250.00 and she is required to make interest-only payments on the first of every month. The prime rate is set at 3.5%. She makes one payment of $3,000.00 on January 19. Create three months of her repayment schedule. (Round all monetary values to the nearest penny.) (Use a minus sign before the dollar sign to denote a negative monetary value. For example, "-$149.63".) (Give all "Number of Days" quantities as fractions with denominator 365.) Date Nov 1 Dec 1 Jan 1 Jan 19 Feb 1 Balance before Transaction Annual Number Interest Accrued Interest of Days Charged Interest Rate 6.25% 6.25% 6.25% 6.25% Payment (+) or Advance (-) $3,000.00 Principal Balance after Transaction Amount $13,250.00Marissa borrowed $1,010 today and is to repay the loan in two equal payments, one in 3 months and the other in 14 months. Assuming an interest rate of 4% p.a. on the loan, determine the size of the equal payments if a focal date of "today" is used.
- Shelly Obama Sanders gets a loan for $3,000 and repays the loan in 12 monthly payments of $258.75 per month. Under the APR formula, what is the amount of interest included in her first payment? Keep your answer to two decimal placesRecall that Kate previously obtained a $15,000 bank loan, signing a note payable, on November 30. The note required semiannual interest payments at the rate of 6 percent. The entire principal balance was due two years from the origination date of the note. Kate has been accruing interest on a monthly basis in the amount of $75. Kate would like to know how she should record the interest in May, the month she makes the first interest payment. She is unsure how much expense will need to be recorded in May. The upcoming interest payment is really not Kate’s main concern right now. She was just notified by a lawyer that she is being sued for copyright infringement. Mega Cards Incorporated, one of the largest greeting card companies, believes that one of Kate’s designs is too similar to one of Mega’s designs for it to be coincidence, and has, therefore, decided to sue Kate’s Cards. Mega has a prior reputation for suing small companies and settling out of court for lesser damages. Kate,…Jennifer has a 60-month fixed installment loan, with a monthly payment of $223.04. The amount she borrowed was $11,000.00 at 8.0% APR. A split second after making her 36th payment, Jennifer decided to pay off the remaining balance on the loan. What is the total amount due to pay off the balance? Use the actuarial method. If you use the Finance Charge Table 11.2, page 632, and the "unearned interest formula", page 635, in your textbook to solve this problem, the result will match exactly with one of the answers. If you use a spreadsheet to do the computation, your result will not match exactly with any of the answers, but it will differ only very little (mostly less than $1) from the "correct" answer. $4,788.06 $4,897.69 $4,931.79 $5,063.35
- Zoey signs a note to repay $10,000.00 plus 8% interest in 1 year. Four months before the note is due, the debt is commuted into 3 equal payments. The first payment is due immediately and the 2nd and 3rd payment are due 4 and 12 months from the date of commutation. The interest rate is set at 9% and the focal date 4 months from the date of commutation. Calculate the amount of the new payments.Anna has a mortgage of $427,000 through her bank for property purchased. The loan is repaid by end of month payments of $2,598.80 with an interest rate of 4.05% compounded monthly over 20 years. What is the interest included in the 47th payment of the mortgage? Enter a POSITIVE VALUE rounded to two decimal places. $Sam takes out a loan for $3,685.50. The term of the loan is 7 years, and she will make bi-weekly payments. The interest rate on the loan is 3.475% compounded monthly. a) What is the effective interest rate per payment period? b) If Sam is going to repay the loan with level payments, what is the monthly payment amount? c) Fill in the first 3 rows of the loan amortization table. d) What would the nominal interest rate (compounded monthly) have to be if the bi-weekly (level) payment amounts were $24.69?
- Recall that Kate previously obtained a $15,000 bank loan, signing a note payable, on November 30. The note required semiannual interest payments at the rate of six percent. The entire principal balance was due two years from the origination date of the note. Kate has been accruing interest on a monthly basis in the amount of $75. Kate would like to know how she should record the interest in May, the month she makes the first interest payment. She is unsure how much expense will need to be recorded in May. The upcoming interest payment is really not Kate’s main concern right now. She was just notified by a lawyer that she is being sued for copyright infringement. Mega Cards Incorporated, one of the largest greeting card companies, believes that one of Kate’s designs is too similar to one of Mega’s designs for it to be coincidence, and has, therefore, decided to sue Kate’s Cards. Mega has a prior reputation for suing small companies and settling out of court for lesser damages. Kate,…Zach Taylor is settling a $20,000 loan due today by making 6 equal annual payments of $4,727.53. Determine the interest rate on this loan, if the payments begin one year after the loan is signed.Pedro borrows P300,000.00 from lender ABC today at 12% compounded monthly. To fulfill his obligation to repay the loan, Pedro agreed to start paying the six (6) equal monthly payments starting next month. a. What will be the amount of his monthly amortization? b. Construct an amortization schedule. Use a table similar to that found in our textbook. c. What will be the outstanding balance of his loan at the end of 4 months from today? d. If Pedro failed to pay the 2nd and 3rd monthly amortization, how much shall be the required single payment on the fifth month in order to fully pay his outstanding obligation? e. Supposed that he will still not be able pay the single total payment on the Fifth month as stated in question d. above, and assuming further that both parties agree that the outstanding obligations shall instead be paid in 7 equal monthly installments, at 15% compounded monthly, starting on the 9th month, what will the value of such monthly installment be?