What is True Range and how is it calculated in trading futures?

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In summary, the conversation discusses the calculation of True Range in trading futures and how it is affected by the previous day's close. The equation for True Range takes into account the current high, current low, and previous day's close, and the maximum of these three values is considered the True Range. The purpose of this calculation is to account for any "jumps" in price between trading sessions. Examples are given to illustrate how the previous day's close can affect the True Range calculation.
  • #1
servant119b
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I am not sure where to post this question, but I found this site through a google search. I ran across an equation used in trading futures:

True Range = Maximum(H-L, H-PDC, PDC-L)

H = Current High
L = Current Low
PDC = Previous Day's Close

What I am not sure of, does this question mean that True Range is the maximum of either H-L, H-PDC, or PDC-L? Like you figure out all 3 of them and then just pick the biggest and that is True Range?

Please put this in the easiest terms possible without using math lingo to answer the question.
 
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  • #2
This is done because there may be a "jump" in price between the close of one trading session and the opening of the next one. The previous closing price might be lower than the "current low", or higher than the "current high".

Try playing with some numbers. For example suppose the previous close was 100, the current session opened at 105 and the current low and high are say 103 and 108. The "True Range" is 108 - 100 = 8, not 108 - 103 = 5.

On the other hand if the previous close was 110, the true range is 110 - 103 = 7, not 108 - 103 = 5.

If the previous close was between the current high and low (say 104) it makes no difference and the true range is 108 - 103 = 5.
 

1. What does the equation "A = Maximum(A-B, A-C, C-B)" mean?

The equation means that the value of A is equal to the maximum value of the three expressions: A-B, A-C, and C-B.

2. What is the purpose of using the maximum function in this equation?

The maximum function allows us to determine the largest value among the three expressions and assign it to the variable A.

3. Can this equation be applied to any set of numbers?

Yes, this equation can be applied to any set of numbers as long as they follow the basic rules of arithmetic.

4. What happens if the values of A, B, and C are all equal?

If the values of A, B, and C are all equal, then the maximum value will also be equal to any of the three expressions, resulting in A being equal to any of the three variables.

5. How is this equation useful in science?

This equation can be useful in science for determining the maximum value of a set of data or variables, which can help in making comparisons, predictions, or identifying the most significant factor in an experiment or study.

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