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Calculate simple interest, compound amount, and compare them for given amounts, rates, and times.
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12 stepsQuestion 4:
a) Calculate the simple interest on N$5000 at 8% per annum for 3 years.
Identify the principal (), rate (), and time ().
P = \text{N\5000}R = 8% = 0.08T = 3 \text{ years}$Use the simple interest formula .
The simple interest is
\boxed{\text{N\1200}}$.b) Find the compound amount if N$4000 is invested at 6% per annum compounded annually for 4 years.
Identify the principal (), rate (), and time ().
P = \text{N\4000}R = 6% = 0.06T = 4 \text{ years}$Use the compound interest formula for annual compounding.
The compound amount is
\boxed{\text{N\5049.91}}$.c) Compare simple and compound interest for N$3000 at 5% over 2 years.
Calculate the simple interest.
P = \text{N\3000}R = 5% = 0.05T = 2 \text{ years}$Calculate the compound interest.
First, find the compound amount:
Then, find the compound interest:
Compare the two interests.
The simple interest is N307.50. The compound interest is
\boxed{\text{N\7.50 higher}}$ than the simple interest.Question 5:
a) Convert N$10000 to US Dollars if 1 USD = 18.50 NAD.
Use the given exchange rate to convert NAD to USD.
N\boxed{USD 540.54}$.
b) A student exchanges USD 500 to Namibian Dollars. How much do they receive?
Use the given exchange rate to convert USD to NAD.
They receive
\boxed{\text{N\9250}}$.c) Explain two factors that influence exchange rates.
- Interest Rates: Higher interest rates in a country can attract foreign investment, increasing demand for that country's currency and causing its exchange rate to appreciate.
- Inflation: A country with consistently lower inflation rates than another will see its currency's value appreciate relative to the other currency, as its purchasing power is maintained better.
Question 6:
A business invests N$8000 at 7% compound interest for 3 years and then converts the final amount to USD at an exchange rate of 1 USD = 19 NAD.
a) Calculate the final amount in NAD.
Identify the principal (), rate (), and time ().
P = \text{N\8000}R = 7% = 0.07T = 3 \text{ years}$Use the compound interest formula .
The final amount in NAD is
\boxed{\text{N\9800.34}}$.b) Convert the final amount to USD.
Use the final amount from part a) and the given exchange rate.
Final amount in NAD = N
Exchange rate: 1 USD = 19 NADThe final amount converted to USD is .
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