What are Additional Math Notations Used by ObsessiveMathsFreak?

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In summary, additional math notation refers to symbols, characters, and notations used in mathematical equations and expressions to represent complex concepts and operations. It is important for standardizing mathematical communication and can be learned through a strong foundation in traditional notation and by referring to textbooks and resources. Guidelines for usage include clear and concise symbols and following established conventions.
  • #1
gnome
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BRAVO TO ObsessiveMathsFreak

Add to that list (as Greg said in his announcement, omit the spaces):
infinity: &infin ;
superscript: [ sup ] (text goes here) [ /sup ]
subscript: [ sub ] (text goes here) [ /sub ]


Voila:

y(t)=y0+∫0∞θ4

generated by this, minus the blank spaces:
y(t)=y[ sub]0[ /sub] + &int ;[ sub]0[ /sub][ sup]&infin ;[ /sup]&theta ;[ sup]4[ /sup]
 
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  • #2
Two more

& minus ; −

7 times ; ×
 
  • #3
you didn't press shift when you pressed "Seven" ;)
 

1. What is additional math notation?

Additional math notation refers to symbols, characters, and notations that are used in mathematical equations and expressions to convey specific meanings or operations. These notations are often used to represent concepts that are not easily expressed in words or traditional mathematical notation.

2. Why is additional math notation important?

Additional math notation allows mathematicians and scientists to express complex concepts and operations in a concise and precise manner. It also helps to standardize mathematical communication, making it easier for researchers to understand and build upon each other's work.

3. What are some examples of additional math notation?

Some examples of additional math notation include summation notation (∑), product notation (∏), and logical operators (¬, ∧, ∨). Other examples include Greek letters (α, β, γ) and symbols for trigonometric functions (sin, cos, tan).

4. How can I learn additional math notation?

To learn additional math notation, it is important to have a strong foundation in traditional mathematical notation and concepts. You can also refer to textbooks, online resources, and practice problems to familiarize yourself with different notations and their meanings.

5. Are there any guidelines for using additional math notation?

There are some general guidelines for using additional math notation, such as using clear and concise symbols, avoiding ambiguity, and following established conventions. It is also important to define any new notations used in your work to ensure clarity and consistency.

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