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Forex Assets

Asset Analysis – Trading The CHF/BRL Exotic Forex Pair

Introduction

The abbreviation of CHF/BLR is Swiss Franc, paired with the Brazilian Real. In this pair, CHF is the native currency of Switzerland and is also the fifth vastly traded currency in the Forex market. Likewise, BRL stands for the Brazilian Real, and it is the official currency of Brazil. This is classified as an exotic Forex pair.

Understanding CHF/BRL

In the Forex market, to ascertain the relative value of one currency, we need another currency for comparison. When we buy a currency (recognized as the base currency), we are indirectly selling another currency (known as the quote currency). The market value of CHF/BRL helps us to comprehend the power of BRL against the CHF. So, if the trade rate for the pair CHF/BRL is 5.7715, it means to buy 1 CHF, we need 5.7715 BRL.

CHF/BRL Specification

Spread

Spread is the difference among the bid-ask price that is set at the exchanges. Below are the spread values of the CHF/BRL currency pair in both ECN & STP accounts. The spread charges for ECN and STP brokers for CHF/BRL pair are as follows:

ECN: 24 | STP: 29

Fees

For every spot, a trader enters the stockbroker charges a specific fee for it. Traders must know that this fee is charged only on ECN accounts and does not apply to STP accounts.

Slippage

Slippage is the price distinction between the broker executed price and the trader execution price. The difference is caused due to the market’s high volatility and slow execution speed.

Trading Range in CHF/BRL

A trading range is the explanation of the volatility in CHF/BRL in numerous timeframes. The values are attained from the Average True Range indicator. One can use the table as a risk management tool to distinguish the profit/loss that a trader is possessed.

Below is a table indicating the minimum, average, and max pip movement in several timeframes.

Procedure to assess Pip Ranges

  1. Add the ATR indicator to your chart
  2. Set the period to 1
  3. Add a 200-period SMA to this indicator
  4. Shrink the chart so you can assess a large time period
  5. Select your desired timeframe
  6. Measure the floor level and set this value as the min
  7. Measure the level of the 200-period SMA and set this as the average
  8. Measure the peak levels and set this as Max.

CHF/BRL Cost as a Percent of the Trading Range

The total cost of the trade changes based on the volatility of the market, hence we must number out the occasions when the costs are less to place ourselves in the market. The table below displays the variation in the costs based on the change in the market’s volatility.

Note: The ratio represents the relative scale of costs and not the fixed costs on the trade.

ECN Model Account

Spread = 24 | Slippage = 5 | Trading fee = 8

Total cost = Slippage + Spread + Trading Fee = 5 + 24 + 8= 37

STP Model Account

Spread = 29 | Slippage = 5 | Trading fee = 0

Total cost = Slippage + Spread + Trading Fee = 5 + 29 + 0 = 34


The Ideal way to trade the CHF/BRL

With the help of the above tables, let us assess these two factors to the trade the CHF/BRL. Volatility and cost are two elements a trader must consider for trading any security in the Forex market.

In various timeframes, we can see the pip movement being very high between the minimum volatility and the average volatility. As a day trader, the aim is to make profits from the pip variation in the market. It becomes tricky to extract some profits from the market if there are no variations in the pip value.

When the cost goes higher, the volatility of the market decreases. In other words, the market with high volatility have minimal costs. To strike a balance between the volatility and the cost, traders should find an appropriate time when the volatility is close to the average values or slightly about it.

Additionally, traders can also reduce their total costs by placing ‘limit orders’ instead of ‘market orders.’ This will ultimately cut the slippage on the trade and consequently lower the total cost. In the below example, the total cost would decrease by five pips, which is a modest reduction for just altering the type of order execution.

STP Model Account (With Limit Orders)

Total cost = Slippage + Spread + Trading Fee = 0 + 29 + 0 = 29

Categories
Forex Assets

What Should Know About The AUD/JPY Currency Pair?

Introduction

AUDJPY is the abbreviation for the Australian dollar and the Japanese yen. It commonly referred to as “Aussie yen.” It is one of the cross-currency pairs in the forex market. AUD, being on the left, is termed as the base currency and JPY as the quote currency.

Understanding AUD/JPY

The market price of AUDJPY corresponds to the value of JPY that needs to be paid to buy one AUD. It is quoted as 1 AUD per X JPY. For example, if the value of AUDJPY is 74.571, then these many units of the yen are to be produced to purchase one Australian dollar.

AUD/JPY Specification

Spread

Spread is the medium through which brokers generate their revenue. They set different prices for buying a currency and selling a currency. The difference amount becomes their profit margin. The spread usually changes from time to time and varies on the type of execution model.

ECN: 0.7 | STP: 1.6

Fees

Apart from spreads, one needs to pay a charge for every execution a trader makes. It is essentially the commission levied by the broker on each trade. As a matter of fact, there is no fee on STP accounts. But, on ECN accounts, there is a fee of few pips.

Slippage

Going by the definition, slippage is the difference between the price executed by the trader and the price he actually received. It could be in favor of the trader or against him. It all depends on the broker’s execution speed and the change in the volatility of the market.

Trading Range in AUD/JPY

A trading range is a tabular representation of the minimum, average, and the maximum pip movement in a currency pair on different timeframes. These values help in determining the profit that can be made or loss one must bear in a given time frame. And this can be found out by simply finding the product between the pip movement and the value per pip ($9.15).

Procedure to assess Pip Ranges

  1. Add the ATR indicator to your chart
  2. Set the period to 1
  3. Add a 200-period SMA to this indicator
  4. Shrink the chart so you can determine a large time period
  5. Select your desired timeframe
  6. Measure the floor level and set this value as the min
  7. Measure the level of the 200-period SMA and set this as the average
  8. Measure the peak levels and set this as Max.

AUD/JPY Cost as a Percent of the Trading Range

Cost as a percent of the trading range is an illustration of the cost variation by considering the total cost and the volatility of the market in different timeframes. These values are expressed in a ratio that is converted to percentages. And the magnitude of these percentages helps in determining the cost variation in each trade.

ECN Model Account

Spread = 0.7 | Slippage = 2 |Trading fee = 1

Total cost = Slippage + Spread + Trading Fee = 2 + 0.7 + 1 = 3.7

STP Model Account

Spread = 1.6 | Slippage = 2 | Trading fee = 0

Total cost = Slippage + Spread + Trading Fee = 2 + 1.6 + 0 = 3.6

The Ideal way to trade the AUD/JPY

Though Forex is a 24/7 market, it is not ideal to enter any time in the market. There are certain times when you must enter the market, which can help reduce costs significantly. Let us determine that using the above tables.

Note that the higher the magnitude of the percentage, the higher is the cost of the trade. From the table, it can be ascertained that the values are high in the minimum column, implying that the costs are high when the volatility of the market is low. Similarly, the costs are low when the volatility is high. However, it is not ideal to trade during these times. To ensure optimum volatility and affordable cost, one must trade during those times when the volatility is around the average range.

Furthermore, there is another way through which you can reduce your costs. Trading using limit orders instead of the market orders brings down the total cost significantly, as the slippage becomes zero. The decline in the costs on the trade when slippage is made zero is shown below.