What is the price of 1 U.S. dollar in terms of each of the following currencies, given the following exchange rates? a. 1 curo \(=\$ 1.41\) b. 1 Chinese yuan \(=\$ .15\) c. 1 Israeli shekel \(=\$ .28\) d. 1 Kuwaiti dinar \(=\$ 3.60\)

Short Answer

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a. Curo b. Chinese Yuan c. Israeli Shekel d. Kuwaiti Dinar

Step by step solution

01

a. 1 curo = $1.41

To find the price of 1 dollar in terms of curo, we need to take the reciprocal of the given exchange rate. \[1 \text{ curo} = \$1.41 \Rightarrow \frac{1}{1.41} \text{ curo} = \$1\] So, the price of 1 U.S. dollar is \(\frac{1}{1.41}\) curo.
02

b. 1 Chinese yuan = $.15

To find the price of 1 dollar in terms of Chinese yuan, we need to take the reciprocal of the given exchange rate. \[1 \text{ Chinese yuan} = \$0.15 \Rightarrow \frac{1}{0.15} \text{ Chinese yuan} = \$1\] So, the price of 1 U.S. dollar is \(\frac{1}{0.15}\) Chinese yuan.
03

c. 1 Israeli shekel = $.28

To find the price of 1 dollar in terms of Israeli shekel, we need to take the reciprocal of the given exchange rate. \[1 \text{ Israeli shekel} = \$0.28 \Rightarrow \frac{1}{0.28} \text{ Israeli shekel} = \$1\] So, the price of 1 U.S. dollar is \(\frac{1}{0.28}\) Israeli shekel.
04

d. 1 Kuwaiti dinar = $3.60

To find the price of 1 dollar in terms of Kuwaiti dinar, we need to take the reciprocal of the given exchange rate. \[1 \text{ Kuwaiti dinar} = \$3.60 \Rightarrow \frac{1}{3.60} \text{ Kuwaiti dinar} = \$1\] So, the price of 1 U.S. dollar is \(\frac{1}{3.60}\) Kuwaiti dinar.

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