📘 finance

1. The problem states that the company has an initial amount of £30000 in a bank account. 2. The amount increases by 0.6%, which means the new amount is the original amount plus 0.

1. Problem 1: Find the weekly interest rate in kobo per naira if ₦20 becomes ₦35 in 5 weeks. Step 1: Set the principal \(P = 20\) naira, amount \(A = 35\) naira, time \(t = 5\) wee

1. **State the problem:** Siti invested 7500 in an account with 4.8% annual compound interest 6 years ago. After 4 years, she added 3200. We want the total amount now (after 6 year

1. **State the problem:** Lina deposits 600 monthly for 4 years in an account with 6.2% annual interest compounded monthly, then stops depositing and leaves the money to earn 4.8%

1. **Problem Statement:** Hafiz received a promissory note with a face value of 12000 for 135 days at an annual simple interest rate of 6.25%. The note matures on 10th October 2025

1. The problem asks to find the annual interest rate and the value of the loan after 10 years based on the given amounts at different times. 2. Let the rate of interest per annum b

1. **State the problem:** We need to find (a) the annual rate of interest for a compound interest loan given the amounts at the start, after 1 year, and after 2 years.

1. Stating the problem: Emma wants to find the amount of money to invest now (principal), so that it grows to 33,400 after 5 years with a compound interest rate of 6.9% per annum.

1. **Problem statement:** A customer buys a coffee machine with monthly instalments of R 527 for 60 months. The machine is insured at 13.8% per annum based on the cash price of R 2

1. **Stating the problem:** You buy a TV for 800 and agree to pay in 18 equal monthly payments with an interest rate of 1.5% per month on the unpaid balance. We need to find the mo

1. **State the problem:** You bought a TV for 800 sh and will pay it off in 18 equal monthly payments. Each month, interest of 1.5% is applied to the unpaid balance. 2. **Find the

1. **State the problem:** You borrow 5000 and agree to repay in 36 equal monthly payments with a monthly interest rate of 1% (12% annual compounded monthly). Find the monthly payme

1. **Problem 1:** How much interest will ₱26,700 earn at 3% interest per annum for 4 years? 2. **Given:**

1) Problem 1: Calculate the simple interest earned on a savings deposit. Given:

1. **Problem Statement:** Create a financial plan using compound interest to save for a retirement fund over 30 years.

1. The problem is to understand how money grows using different financial methods: simple interest, compound interest, and annuities. 2. **Simple Interest:** Money grows linearly o

1. **Stating the problem:** Sophie saves 200 at the end of each month for 6 years with an interest rate of 0.250% per month compounded monthly. 2. **Identifying variables:**

**Problem Statement:** Sophie saves 200 at the end of each month. The bank pays 0.250% interest compounded monthly. Find the amount of money she will have at the end of 6 years.

1. Problem 2: Find the present value of an annuity of 3000 every 6 months for 4 years, with interest rate 5% compounded semi-annually. 2. Given: $R=3000$, $r=0.05$, $t=4$, $m=2$. T

1. Stating the problem: We are given that the simple interest on 1750 at 4% per annum is some amount. We need to find the simple interest on 3750 for the same time period at some r

1. The problem involves computing tax based on the provided taxable income and tax rate table. 2. Given taxable incomes include Shs 85,3500, Shs 11,500, Shs 81,150, and Shs 35,500.