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# How much is 1 to the most infinite? Who I am
Elia Tabuenca García
@eliatabuencagarcia Author and references
How much is 1 to the most infinite?

## How much is 1 to the most infinite?

1 to infinity, indeterminate form # 7148 The limit as n approaches + infinity is 1.

## How is the indeterminate form infinity minus infinity resolved?

If a limit has an indeterminate form, it is not certain that the limit does not exist .... The determined forms.
\$\$ k + ∞ = +∞ \$\$A k plus infinite number
\$\$ k - ∞ = -∞ \$\$A number k minus infinite
\$\$ ∞+∞ = ∞ \$\$Infinity plus infinite
\$\$ k cdot ∞ = ∞ \$\$a number k ≠ 0 for infinity
\$\$ ∞ cdot ∞ = ∞ \$\$Infinite for infinite

## How much is a number raised to infinity worth?

Therefore e raised to infinity with the minus sign is just equal to 0. We will see in the next lessons how much simpler is the case of e raised to 0, simply by remembering the properties of the powers.

## How much is 0 to infinity?

It is immediate to say that the product between zero and infinity is also indeterminate. In fact, looking at a few lines above, we just wrote that ∞ ∙ 0 = 0/0.

## How much is a number raised to zero?

Any number raised to zero is one (except zero).

## How much is the square root of infinity?

so the square root of infinity is infinity We also know it ∞⋅∞ = ∞ so we conclude the same answer. The square root limit of zero is zero.

## What are the indeterminate forms of limits?

The indeterminate forms are operations that involve infinitesimals and infinitesimals in the calculation of the limits for which it is not possible to determine an a priori result, and they are 7 in all: zero on zero, infinite on infinity, zero for infinity, one to infinity, infinite minus infinite, zero to zero, infinite to zero.

## How to eliminate the indeterminate forms within the limits?

It is therefore necessary to eliminate the form of indecision by transforming the function into another form. The function can be rewritten by collecting the unknown variable with common factor (factorization). In this other form without indecision it is possible to calculate the limit of the function.

## How much is one divided by zero?

Zero divided by zero is zero. "

## Why is infinity for zero and an indeterminate form?

∞ / ∞ = ∞ ∙ 0 = (1/0) ∙ 0 = 0/0. We went back to the previous case, that is to the form 0/0. But this is an indeterminate form and consequently the ∞ / ∞ form is too. It is immediate to say that the product between zero and infinity is also indeterminate.

## How much is 7 to 0?

To answer this question you simply have to remember this simple rule: a number, other than zero, raised to zero is equal to 1. has no meaning. We can summarize the rule like this: a power with a base other than zero and exponent equal to zero gives one.

## Why a number raised to 0 from 1?

Hi, according to the definition of the power of a number, any number raised to 1 ("to the first") equals the number itself. The zero does not escape this rule, or rather this direct consequence of the definition. is any number.

## How much is the root of infinity?

so the square root of infinity is infinity We also know it ∞⋅∞ = ∞ so we conclude the same answer. The square root limit of zero is zero.

## What is the square root of 4?

Explanation: A number is a square root of 4 is, when multiplied by itself, the result is 4. There are two numbers that will work as 2 × 2 = 4 and also −2 × −2 = 4 so the numbers 2 and −2 are square roots of 4.

## What are the indeterminate forms and how are they resolved?

The indeterminate forms are operations that involve infinitesimals and infinitesimals in the calculation of the limits for which it is not possible to determine an a priori result, and they are 7 in all: zero on zero, infinite on infinity, zero for infinity, one to infinity, infinite minus infinite, zero to zero, infinite to zero.

## What does it mean to solve an indeterminate form?

indeterminate form expression obtained as a result of an operation between two functions or of their composition, the limit of which cannot be established a priori by the separate knowledge of the limits of the functions themselves.

## What is 5 divided by 0?

In fact 0: 0 = 5 because "five times zero is zero" or 0: 0 = 120 because "one hundred and twenty times zero is still zero" and so on with any other number. The division by zero is therefore prohibited and for this reason on the calculators, when we try this operation, the error message appears.

## What does 3 to 0 mean?

It has no meaning. We can summarize the rule like this: a power with a base other than zero and exponent equal to zero gives one.

## Why is 0 0 indeterminate?

0 = 0 represents an indeterminate equation, that is an equation that admits infinite solutions. If after solving an equation we fall back into the form 0 = 0, then we can say that the equation is indeterminate and therefore admits all infinite real numbers as a solution.
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