The most common forex transactions are exchanges between the U.S. dollar and European euro, the U.S. dollar and the Japanese yen, and the U.S. dollar to the British pound Sterling. To understand the rates available, it's helpful to know the mid-market exchange ratefor your currency pair. You can find this from our currency table, or using an online currency converter. The mid-market exchange rate matters because it's the rate banks and currency exchange services get when they buy and sell currency on the global markets.
For Pay As You Go orders, currency conversions correspond to the international exchange rate at the time of purchase. You can change your default billing currency at any time on the Billing page in your account. You must express the amounts you report on your U.S. https://priceconverter.org/ tax return in U.S. dollars. Therefore, you must translate foreign currency into U.S. dollars if you receive income or pay expenses in a foreign currency. In general, use the exchange rate prevailing (i.e., the spot rate) when you receive, pay or accrue the item.
- Failure to do so could result in the loss of significant amounts of money for Cornell.
- If you are suspected of using the Website in any of these ways then we reserve the right to withdraw from any relevant contract and cancel your order.
- To convert from foreign currency to U.S. dollars, divide the foreign currency amount by the applicable yearly average exchange rate in the table below.
- Remitly is a digital remittance service on a mission to make the money transfer process faster, affordable, and more transparent.
- If you are ordering multiple currencies, the minimum amount for each currency is USD$25.
- In other words, it requires more foreign currency than it receives through the sale of exports, supplying more of its own currency than foreigners demand for its products.
It also shows the history chart of this currency pairs, by choosing the time period you can get more detailed information. Bank of America account holders can exchange foreign currency for U.S. dollars at a full-service financial center. Use our foreign currency calculator to find out how much your foreign currency is worth in U.S. dollars. If your country https://wise.com/gb/currency-converter/inr-to-hkd-rate supports multiple payout currencies, then you can change your payout currency to another supported currency. To receive the payouts, you need to have a bank account in the currency that you want to be paid in. For example, if your store is located in Canada, and you want to be paid in US dollars , then you need to have a https://ameblo.jp/troyhlvm427/entry-12742650808.html bank account that accepts USD.
International Currency Conversion
These contractors are not employees, workers, agents or partners of Wise and they do not hold themselves out as one. The information and content posted by these independent contractors have not been verified or approved by Us. The views expressed by these independent contractors on currencylive.com do not represent our views. Check the latest Indian Rupee to Hong Kong Dollar exchange rate and track historic currency performance. Create a chart for any currency pair in the world to see their currency history.
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"