GBPJPY is the most confusing one in all the JPY-related pairs. It seems that very hard for it to rise up to last top on weekly chart. It closed with a weak warning bearish weekly signal last week. On this daily chart, it could drop down more after breaking through the blue short-term daily trend line. And the 3rd wave could drop down to next support which is also...

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*Clearly, leverage should be used judiciously, but even with relatively conservative 10:1 leverage, the 7.5% yield on NZD/JPY pair would translate into a 75% return on an annual basis. So, if you were to hold a 100,000 unit position in NZD/JPY using $5,000 worth of equity, you would earn $9.40 in interest every day. That’s $94 dollars in interest after only 10 days, $940 worth of interest after three months, or $3,760 annually. Not too shabby given the fact that the same amount of money would only earn you $250 in a bank savings account (with a rate of 5% interest) after a whole year. The only real edge the bank account provides is that the $250 return would be risk-free.*

__In every foreign exchange transaction, you are simultaneously buying one currency and selling another. In effect, you are using the proceeds from the currency you sold to purchase the currency you are buying. Furthermore, every currency in the world comes attached with an interest rate set by the central bank of that currency's country. You are obligated to pay the interest on the currency that you have sold, but you also have the privilege of earning interest on the currency that you have bought. For example, let’s look at the New Zealand dollar/Japanese yen pair (NZD/JPY). Let’s assume that New Zealand has an interest rate of 8% and that Japan has an interest rate of 0.5% In the currency market, interest rates are calculated in basis points. A basis point is simply 1/100th of 1%. So, New Zealand rates are 800 basis points and Japanese rates are 50 basis points. If you decide to go long NZD/JPY you will earn 8% in annualized interest, but have to pay 0.5% for a net return of 7.5%, or 750 basis points.__

##### From this we can see that the Forex leverage ratio strongly depends on the strategy that is going to be used. To give you a better overview, scalpers and breakout traders try to use as high a leverage as possible, as they usually look for quick trades. Positional traders often trade with low leverage or none at all. A desired leverage for a positional trader usually starts at 5:1 and goes up to about 20:1.

_{In every foreign exchange transaction, you are simultaneously buying one currency and selling another. In effect, you are using the proceeds from the currency you sold to purchase the currency you are buying. Furthermore, every currency in the world comes attached with an interest rate set by the central bank of that currency's country. You are obligated to pay the interest on the currency that you have sold, but you also have the privilege of earning interest on the currency that you have bought. For example, let’s look at the New Zealand dollar/Japanese yen pair (NZD/JPY). Let’s assume that New Zealand has an interest rate of 8% and that Japan has an interest rate of 0.5% In the currency market, interest rates are calculated in basis points. A basis point is simply 1/100th of 1%. So, New Zealand rates are 800 basis points and Japanese rates are 50 basis points. If you decide to go long NZD/JPY you will earn 8% in annualized interest, but have to pay 0.5% for a net return of 7.5%, or 750 basis points. }

^{Clearly, leverage should be used judiciously, but even with relatively conservative 10:1 leverage, the 7.5% yield on NZD/JPY pair would translate into a 75% return on an annual basis. So, if you were to hold a 100,000 unit position in NZD/JPY using $5,000 worth of equity, you would earn $9.40 in interest every day. That’s $94 dollars in interest after only 10 days, $940 worth of interest after three months, or $3,760 annually. Not too shabby given the fact that the same amount of money would only earn you $250 in a bank savings account (with a rate of 5% interest) after a whole year. The only real edge the bank account provides is that the $250 return would be risk-free. }