What does [x] mean in graph f(x)=[x]?

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In summary, the conversation was about the notation [x] in the function f(x)=[x]. The person was confused and tried to search for it online, but couldn't find anything. Another person suggested it might be the absolute value sign, but the first person clarified that it was not. They then shared a link to their teacher's assignment which included the notation [x] in question. After some discussion and research, it was determined that [x] represents the Nearest Integer Function, also known as the floor or ceiling notation. The conversation ends with the second person thanking the first for their help.
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Homework Statement



for an asignment my teacher said graph f(x)=[x] never seen this notation what does [x] mean I treid looking it up on the internet but the search engine didn't recognize the "[]" Thanks!


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The Attempt at a Solution

 
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  • #2
Are you sure it wasn't the absolute value sign.f(x)=|x|
 
  • #3
yes I am
 
  • #4
ill post the link the teacher put it up on the web
 
  • #5
http://www.windsorct.org/schools/windsorhigh/AP/documents/10.06_Pointek_summer_assign.pdf

number 82
 
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  • #8
floor celling notation... um... maybe?
 

FAQ: What does [x] mean in graph f(x)=[x]?

What does the "x" notation mean in this context?

The "x" notation is typically used to represent a variable or unknown quantity in a mathematical or scientific equation. It can also be used to represent a particular value or element in a set or sequence.

How is the "x" notation different from "y" or "z"?

The "x" notation is simply a convention used to represent a variable, and there is no inherent difference between "x", "y", or "z". However, in certain fields such as physics or engineering, "x" is often used to represent a horizontal or independent variable, while "y" and "z" may represent vertical or dependent variables.

Can "x" have multiple meanings in different equations?

Yes, "x" can have different meanings depending on the context or equation in which it is used. It is important to clearly define the meaning of "x" in each specific case to avoid confusion or ambiguity.

Is "x" always used as a variable in equations?

No, "x" can also be used as a placeholder or label for a specific input in a function or equation. For example, in the equation y = 2x + 3, "x" represents the input value that will yield a corresponding output value of y.

Why is "x" commonly used as a variable in mathematics and science?

The use of "x" as a variable has become a standard convention in mathematics and science due to its simplicity and ease of use. It is also a letter that is not commonly used in everyday language, making it less likely to be confused with other symbols or letters.

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