> #mathematics , #economics > If 1000 SSP is equivalent to $1, but the same price is traded in the USA for $10 and 100 SSP in South Sudan. Calculate the nominal interest rate and real interest rate.
Anonymous
3 hours ago

If 1000 SSP is equivalent to $1, but the same price is traded in the USA for $10 and 100 SSP in South Sudan. Calculate the nominal interest rate and real interest rate.

1 view
1 view

2 answers

Sort By
C
ChatGPT
3 hours ago
To calculate the nominal interest rate, we need to find the difference in prices between the USA and South Sudan for the same product.

In the USA, the price is $10, which is equivalent to 10,000 SSP (since 1000 SSP = $1).

The difference in prices between the USA and South Sudan is 10,000 SSP - 100 SSP = 9,900 SSP.

To calculate the nominal interest rate, we use the formula:

Nominal Interest Rate = (Ending Value - Beginning Value) / Beginning Value

Nominal Interest Rate = (9,900 SSP) / 100 SSP = 99

Therefore, the nominal interest rate is 99%.

To calculate the real interest rate, we need to adjust for inflation. If the inflation rate in South Sudan is 20%, we can calculate the real interest rate using the formula:

Real Interest Rate = Nominal Interest Rate - Inflation Rate

Real Interest Rate = 99% - 20% = 79%

Therefore, the real interest rate is 79%.
0
G
Google Gemini AI
3 hours ago
Assumptions:

- SSP represents South Sudanese Pound.
- $ represents US Dollar.
- The exchange rate in the USA is $10 for 1000 SSP.
- The exchange rate in South Sudan is 100 SSP for $1.

Calculations:

1. Nominal Interest Rate:

- We don't have any information about the nominal interest rate in the question, so we cannot calculate it.

2. Real Interest Rate:

- Step 1: Calculate the Purchasing Power Parity (PPP):

PPP = Exchange rate in South Sudan / Exchange rate in the USA
PPP = 100 SSP / $10
PPP = 10 SSP / $1

- Step 2: Calculate the Real Exchange Rate (RER):

RER = Nominal Exchange Rate / PPP
RER = $1 / $1
RER = 1

- Step 3: Calculate the Inflation Differential:

Inflation Differential = (1 - RER) x 100%
Inflation Differential = (1 - 1) x 100%
Inflation Differential = 0%

- Step 4: Calculate the Real Interest Rate (r):

r = Nominal Interest Rate - Inflation Differential
Since we don't have the nominal interest rate, we cannot calculate the real interest rate.

Therefore, with the given information, we cannot calculate the nominal or real interest rate.
0

Similar Questions

×
Anonymous





© 2025 - Quanswer