Bid and Ask prices in Libertex
At any given time, every asset on the market has two prices:
- The 'Ask' price at which an asset can be purchased
- The 'Bid' price at which an asset can be sold.
The spread is the difference between the Bid and Ask prices.
![Bid and ask](/sites/default/files/inline-images/Screenshot_1_en_1.jpg)
What price is used to build a chart in Libertex?
The Bid price is displayed by default, but users can select the price they want to be displayed on the chart on the platform. To change this parameter, just click the arrow icon showing the direction and select the price display type in the dropdown menu.
![](data:image/png;base64,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)
In the trade window, users can see the chart display as prices in the trade direction they've selected. That could be:
The Ask price when buying an asset
Or the Bid price when selling an asset.
![2](/sites/default/files/inline-images/Screenshot_2%20en.jpg)
![3](/sites/default/files/inline-images/Screenshot_3%20en.jpg)
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)
Let's take a look at an example.
Let's say, for example, that you've analysed the precious metals market and decided that the price of gold will go up. You buy gold at $1800 per ounce. That price is the Ask price. In 3 months, gold prices actually do go up, and you sell your ounce of gold at $2000. Now, you're a seller, which means your trade was made at the Bid price. You've accomplished your goal of making profit. Your profit is $200 ($2000 - $1800 = $200).
Of course, the opposite may happen. You have an ounce of gold, but analysis shows that the metal will decrease in value, so you decide to sell it at $1800 per ounce. In this case, the $1800 is the Bid price. After some time, you realise that gold is at its lowest price right now and should invest more in it. You buy another ounce at $1400 per ounce, which is the Ask price. This operation also brings a profit, $400 in this case: $1800 - $1400 = $400.
To avoid confusion, you just need to wrap your head around how trades are made and remember that on the Forex market (and others), when opening a buy position, the trade is made at the Ask price. When closing a buy position, the trade is made at the Bid price.
When opening a sell position, the trade is made at the Bid price. When closing a sell position, the trade is made at the Ask price.
So, when trading at the Ask or Bid price, be sure to display prices according to the corresponding type.
At any given time, every asset on the market has two prices:
- The 'Ask' price at which an asset can be purchased
- The 'Bid' price at which an asset can be sold.
The spread is the difference between the Bid and Ask prices.
What price is used to build a chart in Libertex?
The Bid price is displayed by default, but users can select the price they want to be displayed on the chart on the platform. To change this parameter, just click the arrow icon showing the direction and select the price display type in the dropdown menu.
In the trade window, users can see the chart display as prices in the trade direction they've selected. That could be:
The Ask price when buying an asset
Or the Bid price when selling an asset.
Let's take a look at an example.
Let's say, for example, that you've analysed the precious metals market and decided that the price of gold will go up. You buy gold at $1800 per ounce. That price is the Ask price. In 3 months, gold prices actually do go up, and you sell your ounce of gold at $2000. Now, you're a seller, which means your trade was made at the Bid price. You've accomplished your goal of making profit. Your profit is $200 ($2000 - $1800 = $200).
Of course, the opposite may happen. You have an ounce of gold, but analysis shows that the metal will decrease in value, so you decide to sell it at $1800 per ounce. In this case, the $1800 is the Bid price. After some time, you realise that gold is at its lowest price right now and should invest more in it. You buy another ounce at $1400 per ounce, which is the Ask price. This operation also brings a profit, $400 in this case: $1800 - $1400 = $400.
To avoid confusion, you just need to wrap your head around how trades are made and remember that on the Forex market (and others), when opening a buy position, the trade is made at the Ask price. When closing a buy position, the trade is made at the Bid price.
When opening a sell position, the trade is made at the Bid price. When closing a sell position, the trade is made at the Ask price.
So, when trading at the Ask or Bid price, be sure to display prices according to the corresponding type.