Prada Sport 02LS Gloss Black

02LS 1AB1A1 £132.30

My equation is as follow: S=C(1+r/100)^5. This is to determine the inflated cost S, in five years, of an item, good and service, where C is the current price of that item in that country currency and where the inflation rate is r%. The county that I have chose was Afghanistan which the price for the sunglasses is $169.40. The top figure was on the page of my research in Afghnistan language, which I wasn't sure on what price to put in the equation, but I do believe that $169.40 is the current price for Afghanistan.

The currency used for Afghani (AF)=100 puls

I'm not sure if I understand your question. To convert 169.40 to British pounds I found:

169.40 AFN = 2.48857 GBP

http://www.xe.com/ucc/convert.cgi?Amount=169.40+&From=AFN&To=GBP&image.x=47&image.y=7

To find the inflated cost of the Prada Sport 02LS sunglasses in Afghanistan after five years, we can use the equation S = C(1 + r/100)^5.

First, let's convert the currency from dollars to Afghani. According to the information you provided, 100 puls = 1 Afghani. The current price of the sunglasses in dollars is $169.40.

To convert to Afghani, we need to multiply the price in dollars by the conversion rate. Assuming that 1 dollar is equivalent to 100 Afghani, the price in Afghani will be:

Price in Afghani = $169.40 * 100 = 16,940 Afghani

Now, we can plug this price into the equation along with the inflation rate. The inflation rate, r, is not given, so let's assume a hypothetical value of 5% for demonstration purposes.

Inflation rate, r = 5%

Plugging the values into the equation:

S = 16,940 * (1 + 5/100)^5

Now, we can simplify and calculate the inflated cost S after five years.

S = 16,940 * (1.05)^5

S = 16,940 * 1.27628

S = 21,638.07

Therefore, the inflated cost of the Prada Sport 02LS sunglasses in Afghanistan after five years, assuming a 5% inflation rate, would be approximately 21,638.07 Afghani.