<p>The currency in the denominator is <strong>always</strong> the currency that is being priced. For example <span class="math-container">$\$/€=x$</span> means that the price of euros is <span class="math-container">$x$</span> dollars. That is, if you want <span class="math-container">$1$</span> euro, you have to pay <span class="math-container">$x$</span> dollars (Keep in mind that in practice the euro will have a bid and an ask price, but in both cases, the euro will be in the denominator). In fact, the notation <span class="math-container">$\$/€$</span> should be read "dollars per euro". In contrasts, <span class="math-container">$€/\$$</span> reads "euros per dollar", so the currency that is being priced now is the dollar (of course in terms of euros). </p>

<p>With this in mind, the statement online that says "E<span class="math-container">$\$/€ = 1.50$</span>, [...] would mean that <span class="math-container">$1\$$</span> would buy <span class="math-container">$1.50€$</span>". was either misunderstood or simply wrong. Such notation means that <span class="math-container">$1.50\$$</span> is equivalent to <span class="math-container">$1€$</span>.</p>

<p>Finally, keep in mind that, in practice, countries decide to write their exchange rate in terms of the dollar according to convenience of the numbers. For example, the exchange rate for the Mexican peso is almost always written as peso/dollar. Technically speaking such notation is giving the price of dollars, but note that it is more convenient to say that E<span class="math-container">$(peso/dollar)=24$</span> pesos rather than saying E<span class="math-container">$(dollar/peso)=0.041666$</span> dollars. This creates no problem since both quotes are equivalent. </p>

CC BY-SA 4.0
2020-04-21T17:42:26.100Z
2020-04-21T17:42:26.100Z
Regio
<p>I am having some issues understanding how to read exchange rates. 
E is the exchange rate</p>

<p>I read online that if we have for example <strong>E\$/€</strong>, then the base currency in this case is the dollar and the quote currency is the euro . In this case , if <strong>E\$/€ = 1.50</strong>, this would mean that 1$ would buy 1.50€.</p>

<p>However, in my textbook i am having some miss understandings. 
In my textbook , the domestic currency is the EURO and the foreign currency is the DOLLAR.</p>

<p>It states : 
The exchange rate can be defined in two ways, the first one being</p>

<p>1) The price of the domestic currency (euro) in terms of the foreign currency (dollar). If 1€ =$1.50 , then <strong>E=\$/1€=1.50.</strong>  </p>

<p>If i look at <strong>E=\$/1€=1.50</strong>  , i see E\$/€.</p>

<p>This implies how in this case, the base currency , orelse 1€, is written as a
the second currency , and E\$/€= 1.50 . With one euro you can buy 1.50 dollars.</p>

<p>2) The second way of writing the exchange rate is the price of the foreign currency in terms of the domestic currency . In this case E=€/\$= €0.65 .
In this case, the base currency is also written as the second currency , with 1 dollar being able to buy 0.65 euros.</p>

<p>Then my questions is that i'm not sure why there are different ways of writing the exxhange rate. On internet <strong>E\$/€</strong>=1.50 means that with one dollar you can buy 1.50 euros. In my textbook, <strong>E=\$/1€=1.50.</strong>  , which i assume is the same thing as <strong>E=\$/€= 1.50</strong> means that with 1 euro you can buy 1.50 dollars.</p>

<p>What am i misenterpeting ?</p>

CC BY-SA 4.0
2020-04-21T14:08:09.417Z
"On internet E$/€=1.50 means that with one dollar you can buy 1.50 euros. " Can you please link to the source of this claim?
Giskard
CC BY-SA 4.0
2020-04-21T14:18:36.707Z
I have no general link. However I meant that on the internet i always read that the first currency is the base currency , meaning that if EUR/DOLL= 1.50, then it means that 1 euro buys 1.50 dollars.
Sara Saletti
CC BY-SA 4.0
2020-04-21T15:13:53.200Z
There is no way to answer if you have "always read" this yet it is not written anywhere.
Giskard
CC BY-SA 4.0
2020-04-21T16:08:43.150Z
The UK and the US express Fx rates in opposite ways: In the UK we say (local) £1 is worth (Fx) USD1.25; In the US they say (Fx) £1 is worth (local) USD1.25. Which leads to both of us giving the same figure for £/USD rates, but leads to me (UKian) being confused when in the US and seeing the quoted $/Euro rates.
simon at rcl
<finance><financial-economics><exchange-rates><foreign-exchange>
How do you read currency exchange rates in terms of domestic and foreign currency?
Sara Saletti
# How do you read currency exchange rates in terms of domestic and foreign currency?

(Asked by: username_0 on 2020-04-21)

I am having some issues understanding how to read exchange rates.
E is the exchange rate

I read online that if we have for example **E\$/€**, then the base currency in this case is the dollar and the quote currency is the euro . In this case , if **E\$/€ = 1.50**, this would mean that 1$ would buy 1.50€.

However, in my textbook i am having some miss understandings.
In my textbook , the domestic currency is the EURO and the foreign currency is the DOLLAR.

It states :
The exchange rate can be defined in two ways, the first one being

1) The price of the domestic currency (euro) in terms of the foreign currency (dollar). If 1€ =$1.50 , then **E=\$/1€=1.50.**

If i look at **E=\$/1€=1.50** , i see E\$/€.

This implies how in this case, the base currency , orelse 1€, is written as a
the second currency , and E\$/€= 1.50 . With one euro you can buy 1.50 dollars.

2) The second way of writing the exchange rate is the price of the foreign currency in terms of the domestic currency . In this case E=€/\$= €0.65 .
In this case, the base currency is also written as the second currency , with 1 dollar being able to buy 0.65 euros.

Then my questions is that i'm not sure why there are different ways of writing the exxhange rate. On internet **E\$/€**=1.50 means that with one dollar you can buy 1.50 euros. In my textbook, **E=\$/1€=1.50.** , which i assume is the same thing as **E=\$/€= 1.50** means that with 1 euro you can buy 1.50 dollars.

What am i misenterpeting ?

**Tags:** finance, financial-economics, exchange-rates, foreign-exchange

> **Comments:**
> **username_1**: "On internet E$/€=1.50 means that with one dollar you can buy 1.50 euros. " Can you please link to the source of this claim?  
> **username_0**: I have no general link. However I meant that on the internet i always read that the first currency is the base currency , meaning that if EUR/DOLL= 1.50, then it means that 1 euro buys 1.50 dollars.  
> **username_1**: There is no way to answer if you have "always read" this yet it is not written anywhere.  
> **username_2**: The UK and the US express Fx rates in opposite ways: In the UK we say (local) £1 is worth (Fx) USD1.25; In the US they say (Fx) £1 is worth (local) USD1.25. Which leads to both of us giving the same figure for £/USD rates, but leads to me (UKian) being confused when in the US and seeing the quoted $/Euro rates.  

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## 1 answers

### Answer by username_3 on 2020-04-21. Score: 0 | Accepted answer

The currency in the denominator is **always** the currency that is being priced. For example $\$/€=x$ means that the price of euros is $x$ dollars. That is, if you want $1$ euro, you have to pay $x$ dollars (Keep in mind that in practice the euro will have a bid and an ask price, but in both cases, the euro will be in the denominator). In fact, the notation $\$/€$ should be read "dollars per euro". In contrasts, $€/\$$ reads "euros per dollar", so the currency that is being priced now is the dollar (of course in terms of euros).

With this in mind, the statement online that says "E$\$/€ = 1.50$, [...] would mean that $1\$$ would buy $1.50€$". was either misunderstood or simply wrong. Such notation means that $1.50\$$ is equivalent to $1€$.

Finally, keep in mind that, in practice, countries decide to write their exchange rate in terms of the dollar according to convenience of the numbers. For example, the exchange rate for the Mexican peso is almost always written as peso/dollar. Technically speaking such notation is giving the price of dollars, but note that it is more convenient to say that E$(peso/dollar)=24$ pesos rather than saying E$(dollar/peso)=0.041666$ dollars. This creates no problem since both quotes are equivalent.


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