BRAINLIEST AND EXTRA POINTS! ANY FAKE ANSWERS WILL BE REPORTED! 1. Write a completely simplified rational expression that repres
ents the exchange rate Salma will receive in dollars per euro. Explain how you came up with your expression.
2. Describe how you can determine the locations of the holes, if any, and the equations of the asymptotes of the simplified expression from question 1. Then state them.
3. Graph the rational expression that represents the completely simplified exchange rate from question 1. Include all asymptotes and holes on your graph.
4. While Salma is in Europe, she visits a bank to exchange more of her American dollars for euro. Use the rational expressions given in the paragraph above to write a completely simplified rational expression that represents the exchange rate Salma will receive in euros per dollar.
5. Graph the rational expression that represents the completely simplified exchange rate from question 4. Include all asymptotes and holes on your graph.
6. Compare and contrast your graph from question 3 with your graph from question 5. How are the graphs alike? How are they different? Be specific.
THANK YOU !
2. Describe how you can determine the locations of the holes, if any, and the equations of the asymptotes of the simplified expression from question 1. Then state them.
3. Graph the rational expression that represents the completely simplified exchange rate from question 1. Include all asymptotes and holes on your graph.
4. While Salma is in Europe, she visits a bank to exchange more of her American dollars for euro. Use the rational expressions given in the paragraph above to write a completely simplified rational expression that represents the exchange rate Salma will receive in euros per dollar.
5. Graph the rational expression that represents the completely simplified exchange rate from question 4. Include all asymptotes and holes on your graph.
6. Compare and contrast your graph from question 3 with your graph from question 5. How are the graphs alike? How are they different? Be specific.
THANK YOU !
1 answer:
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Answer:
$315.24
Step-by-step explanation:
Principal, P =$262
Rate, r= 3.7% =0.037
Time, t= 5 Years
The Value of the Investment which is compounded continuously is gotten using the formula:
The value of the investment after 5 years is $315.24 to the nearest cent.