📘 finance

1. **State the problem:** Jevonte needs to find the monthly payment $M$ for a loan of $P=23000$ with a monthly interest rate $r=0.00325$ (0.325%) over $n=6 \times 12=72$ months. 2.

1. **Problem statement:** Correct the calculation of interest saved by paying off the loan early after 11 payments instead of 12. 2. **Recall the loan details:** Loan amount $PV=12

1. **Problem statement:** Ray took a 60-month loan of 12000 with monthly payments of 232 and no down payment. He wants to find the APR and the interest saved by paying off the loan

1. **Problem statement:** Calculate how much interest Ray will save by paying off the loan early. 2. **Formula and explanation:** Interest saved is the difference between the total

1. **Problem statement:** Ray took a 60-month fixed installment loan of 12000 with monthly payments of 232. He wants to repay the loan in full after 11 payments instead of the 12th

1. **State the problem:** We have a 5-year loan of 2863 at 7% annual interest compounded monthly. We need to find the monthly payment and the remaining balance after 2 years. 2. **

1. **State the problem:** We want to compare two investments: one with 9.8% interest compounded daily, and another with 11% interest compounded monthly, to determine which yields a

1. **Problem statement:** Chang invests 4100 at an interest rate of 1.31% per year for 3 years with no withdrawals. We want to find: (a) The amount of money in the account after 3

1. **State the problem:** Juan wants to buy a condo priced at $347,000 with a 20-year amortized loan, putting 10% down to avoid PMI, at an interest rate of 3.4% compounded monthly.

1. **State the problem:** We have two payments: $880 today and $1170 in 7 months. We want to find a single payment made today that is equivalent in value, assuming an interest rate

1. **State the problem:** Calculate the payment (PMT) that will produce a future value (A) of 36000 with an interest rate of 8% compounded monthly over 70 periods. 2. **Formula use

1. **Problem Statement:** Ivanna places 6000 in an account with 9% interest compounded annually. We need to find the amount in the account after 1 year and after 2 years. 2. **Form

1. **State the problem:** We have a loan of 6000 at an interest rate of 7% compounded annually. We want to find the amount owed after 1 year and after 2 years.

1. **State the problem:** Verify the monthly difference in investment needed so that Stephanie and Seamus each receive 34000 at age 21, given a 4.2% annual interest compounded mont

1. **State the problem:** Benny wants to give each child 34,000 when they turn 21. He invests monthly at 4.2% annual interest compounded monthly. We need to find how much more he m

1. **State the problem:** A firm can either purchase a machine for 20000 or lease it for 8000 in the first year, with the lease payment decreasing by 1000 each subsequent year for

1. **State the problem:** Engr. Peter Aventajado borrowed 100000 pesos at 10% annual interest compounded annually. He must pay monthly for 30 years, with payments at the beginning

1. **State the problem:** A government employee wants to retire in one year and receive P25,000 annually for 15 years. We need to find the amount to deposit now, assuming a 6% annu

1. **State the problem:** A man pays a 10% down payment of 200000 for a house and lot. The remaining 90% balance is paid in monthly installments over 60 months with an interest rat

1. **State the problem:** You invest 10,000 dollars with 3% interest compounded yearly for 3 years, then 6% interest compounded yearly for 2 more years. Find the amount after 5 yea

1. **State the problem:** We want to find the time $t$ needed for an investment of 700000 to grow to 781900 at an interest rate of 1.3% per period. 2. **Formula used:** For compoun