What is difference between indeterminate form and infinity?

What is difference between indeterminate form and infinity?

It cannot be determined. Indeterminate means ‘impossible to calculate an exact value’. For example a system of N equations and M variables with M>N is indeterminate because every variable can assume more than one value. Infinite means a set of elements with cardinality of N or C.

What is the difference between undefined and indeterminate in math?

The big difference between undefined and indeterminate is the relationship between zero and infinity. When something is undefined, this means that there are no solutions. However, when something in indeterminate, this means that there are infinitely many solutions to the question.

Is undefined and infinity the same?

Undefined means, it is impossible to solve. Infinity means, it is without bound.

What is the difference between undetermined and undefined?

This often comes up in precalculus and calculus, that is sometimes an expression will be said to undefined while at other times undetermined. What is the fundamental difference between the two? For example, division by zero x/0 is said to be undefined, while 0/0 is said to be undetermined.

Is undefined and indeterminate form?

An undefined expression involving some operation between two quantities is called a determinate form if it evaluates to a single number value or infinity. An undefined expression involving some operation between two quantities is called an indeterminate form if it does not evaluate to a single number value or infinity.

Is infinity to infinity indeterminate?

Product: ∞ ⋅ ∞ \infty \cdot \infty ∞⋅∞ is not indeterminate; the limit is ∞ \infty ∞.

What is indeterminate math?

A mathematical expression can also be said to be indeterminate if it is not definitively or precisely determined. Certain forms of limits are said to be indeterminate when merely knowing the limiting behavior of individual parts of the expression is not sufficient to actually determine the overall limit.

Is Infinity an indeterminate form?

Infinity Minus Infinity You cannot minus infinity from infinity, we can’t find a proper outcome. Hence, it is considered an indeterminate form.