Chapter 6 addressed the effect of transfers between countries, such as the indemnity imposed on Germany after World War I. Suppose a transfer occurs involving Poland and the Czech Republic. The equation given below shows the determination of the long-run nominal zloty/koruna exchange rate, Ez/k, as a function of the real zloty/koruna exchange rate, qz/k, and the nations' long-run price levels. (Note: the zloty (2) is the currency of Poland (P) and the koruna (k) is the currency of the Czech Republic (C). Pp and Pc are, respectively, the price levels in Poland and the Czech Republic.) Ez/k = 4z/k* (Pp/Pc) If a permanent transfer from the Czech Republic to Poland occurs, the nominal zloty/koruna exchange rate, E,/k wll O A. depreciate since the transfer will decrease Pp relative to Pc. O B. depreciate since the transfer will depreciate q k

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Chapter 6 addressed the effect of transfers between countries, such as the indemnity imposed on Germany after World
War I.
Suppose a transfer occurs involving Poland and the Czech Republic. The equation given below shows the determination
of the long-run nominal zloty/koruna exchange rate, Ez/k, as a function of the real zloty/koruna exchange rate, qz/k• and
the nations' long-run price levels.
(Note: the zloty (z) is the currency of Poland (P) and the koruna (k) is the currency of the Czech Republic (C). Pp and Pc
are, respectively, the price levels in Poland and the Czech Republic.)
Ez/k = 9z/k* (Pp/Pc)
If a permanent transfer from the Czech Republic to Poland occurs, the nominal zloty/koruna exchange rate, E,/k
will
O A. depreciate since the transfer will decrease Pp relative to Pc.
O B. depreciate since the transfer will depreciate qz/k
Oc. appreciate since the transfer will appreciate qz/k
OD. depreciate since the transfer will depreciate q_/k and decrease Pp relative to Pc.
Transcribed Image Text:Chapter 6 addressed the effect of transfers between countries, such as the indemnity imposed on Germany after World War I. Suppose a transfer occurs involving Poland and the Czech Republic. The equation given below shows the determination of the long-run nominal zloty/koruna exchange rate, Ez/k, as a function of the real zloty/koruna exchange rate, qz/k• and the nations' long-run price levels. (Note: the zloty (z) is the currency of Poland (P) and the koruna (k) is the currency of the Czech Republic (C). Pp and Pc are, respectively, the price levels in Poland and the Czech Republic.) Ez/k = 9z/k* (Pp/Pc) If a permanent transfer from the Czech Republic to Poland occurs, the nominal zloty/koruna exchange rate, E,/k will O A. depreciate since the transfer will decrease Pp relative to Pc. O B. depreciate since the transfer will depreciate qz/k Oc. appreciate since the transfer will appreciate qz/k OD. depreciate since the transfer will depreciate q_/k and decrease Pp relative to Pc.
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