📘 finance

1. **Problem 19.1:** Calculate the cash needed to replace the tractor in 5 years. - Present tractor value: R800000

**Problem Statement:** ABC Limited plans to raise 15,000,000 shs through various financial instruments. We need to compute:

1. **Problem:** Mavis invests 8350 at an interest rate of 6.2% per annum compounded annually. We want to find the amount after 3 years. 2. **Formula for compound interest:**

1. Problem: Calculate the total amount after 6 years when R 12600 is invested at 5.5% simple interest. 2. Formula for simple interest: $$I = P \times r \times t$$ where $P$ is the

1. The problem states that R 12 600 is invested for 6 years at an interest rate of 5.5% per year using simple interest. 2. Simple interest formula is given by $$ I = P \times r \ti

1. The problem describes interest earned or paid on the original principal amount as well as on the accumulated interest. 2. This type of interest where the interest is calculated

1. The problem asks: Which term represents the percentage charged by a money lender on borrowed money? 2. Option A: "interest" is the amount paid as a fee for borrowing money, usua

1. The problem asks to identify the term for interest earned or paid on the original principal amount without considering interest on interest. 2. Present value refers to the curre

1. The question asks about the term for purchasing goods on credit. 2. Purchasing goods on credit means paying for goods later rather than immediately.

1. **Problem Statement:** Determine the number of years needed to pay off a loan of 55400 with monthly payments of 1132.14 at an annual interest rate of 17% compounded monthly. 2.

1. **State the problem:** John owes 10,000 due in 4 years and 3,000 due in 5 years. He wants to reschedule payments as X now, 2X in 3 years, and 3X in 5 years. The interest rate is

1. The problem is to find the amount Ramesh receives after 9 months on a principal of 7500 with 12% annual interest compounded quarterly. 2. Given:

Problem: Discuss steps for calculating compound interest for quarterly compounding. 1. State the problem and define variables.

1. Problem: Explain the difference between present and future value. 1. The present value (PV) is the equivalent value today of an amount to be received in the future given a disco

1. **State the problem:** Bob invests $1100 in a 3-year CD at an annual interest rate of 1.28%, compounded daily (365 days/year). We need to find:

1. **Problem Statement:** IBM's German affiliate is considering two bonds: a 10-year, 100 million euro-denominated bond yielding 4% and a 100 million dollar bond yielding 2.7%. The

1. **Stating the problem:** We know the VAT-inclusive price of a pair of chinos is 750. We need to find the price before VAT (VAT-exclusive price). 2. **Understanding VAT:** VAT-in

1. **State the problem:** Calculate Seleponale's monthly UIF (Unemployment Insurance Fund) contribution based on a monthly gross income of 4278. 2. **Understand UIF contribution ru

1. **Stating the problem:** A car price of R 379600 includes VAT. We need to find the VAT exclusive amount. 2. Let the VAT rate be $r$. Usually, VAT is around 15% (0.15), but since

1. **State the problem:** Calculate the total tax and net income for taxable incomes of $29000 and $57000 using the given tax table. 2. **Tax bracket for $29000:** $29000 is betwee

1. Stating the problem: You want to find the average daily expenses based on your total fixed monthly expenses. 2. Given information: Your total monthly expenses, which include ren