) contribution to that thread that I wanted to post.Greg Bernhardt said:
The expression "0/0" is a mathematical indeterminate form, meaning that it does not have a specific numerical value. It is often used to represent a limit or an undefined quantity in calculus and other branches of mathematics.
No, it is not possible to divide by zero using the expression "0/0". Division by zero is undefined in mathematics and leads to contradictions and inconsistencies. The expression "0/0" is used to represent an undefined or indeterminate quantity, not an actual division.
If "0/0" appears in an equation, it may indicate that the equation is undefined or that there are multiple solutions. In order to solve the equation, you may need to use other mathematical techniques, such as limits or substitution, to determine the value of the unknown variable.
No, "0/0" cannot have a numerical value. As mentioned before, it is an indeterminate form that is used to represent a limit or an undefined quantity. In certain cases, it may be possible to approximate the value of "0/0" using other mathematical methods, but it will never have a specific numerical value.
Yes, the concept of "0/0" is used in real-world applications, particularly in calculus and other branches of mathematics. It is also used in physics and engineering to represent limits and indeterminate forms. However, in most practical situations, "0/0" is not a meaningful expression and is only used in theoretical or abstract contexts.