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ESPAOL: 1. Si la cotizacin de octubre de 2010 era de 1.5710 CHF/EUR y el da de hoy se cotiza en 1.07275 CHF/EUR, calcula el

ESPAOL:

1. Si la cotizacin de octubre de 2010 era de 1.5710 CHF/EUR y el da de hoy se cotiza en 1.07275 CHF/EUR, calcula el porcentaje de apreciacin o depreciacin tanto del EUR como del CHF en estos 10 aos.

2. El da de la eleccin presidencial en Estados Unidos en 2016, por la maana se tena la cotizacin de 18.7519 MXN/USD. Cuando se acab la jornada electoral y se dio el resultado del triunfo de Donald Trump, la cotizacin cerr en 21.9523 MXN/USD. Calcula el porcentaje de apreciacin del USD y el porcentaje de depreciacin del MXN. Explica brevemente las posibles razones de esto.

3. Supongan que una economa tiene las siguientes ecuaciones de conducta: C=180+0.8YD I=160 G=160 T=120 X=100 M=100

  • Encuentra el PIB de equilibrio
  • Encuentra el valor del Consumo y del Ingreso Disponible
  • Encuentra el valor del multiplicador
  • Grafica el equilibrio
  • Encuentra la composicin del PIB (El porcentaje de cada componente del PIB)

4. Usando el PIB (Y) del ejercicio anterior y las ecuaciones de oferta y demanda de dinero siguientes: L=0.55Y-35i M/P=700

  • Encuentra la tasa de inters de equilibrio
  • Grafica el equilibrio del mercado de dinero
  • Si el banco central vende bonos por 100, cul sera la nueva tasa de inters?

ENGLISH:

1. If the quotation in October 2010 was 1.5710 CHF/EUR and today it is quoted at 1.07275 CHF/EUR, calculate the percentage appreciation or depreciation of both EUR and CHF in these 10 years.

2. On the day of the 2016 US presidential election, in the morning it was trading at 18.7519 MXN/USD. When the election day was over and the result of Donald Trump's victory was announced, the price closed at 21.9523 MXN/USD. Calculate the percentage appreciation of the USD and the percentage depreciation of the MXN. Briefly explain the possible reasons for this.

3. Suppose an economy has the following behavioral equations: C=180+0.8YD I=160 G=160 T=120 X=100 M=100

  • Find the equilibrium GDP
  • Finds the value of Consumption and Disposable Income
  • Find the value of the multiplier
  • Graph the equilibrium
  • Find the composition of GDP (The percentage of each component of GDP)

4. Using GDP (Y) from the previous exercise and the money supply and demand equations below: L=0.55Y-35i M/P=700

  • Find the equilibrium interest rate
  • Graph the equilibrium money market
  • If the central bank sells bonds for 100, what would be the new interest rate

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