In mathematics, expressions like 1/0 are undefined. But the limit of the expression 1/x as x tends to zero is infinity. Similarly, expressions like 0/0 are undefined. But the limit of some expressions may take such forms when the variable takes a certain value and these are called indeterminate.

Contents

- 1 Does undefined mean 0 or infinity?
- 2 Why is 1 to the infinity undefined?
- 3 Is undefined same as infinity?
- 4 How do you prove that 1 0 is undefined?
- 5 What is the answer of 1 by zero?
- 6 Is 1 undefined undefined?
- 7 Can zero be divided by 1?
- 8 Is 1 to the infinity indeterminate?
- 9 Is 1 to the Power infinity defined?
- 10 What is 1 to the power of undefined?
- 11 What is 1 to the power infinity?
- 12 Is Infinity Infinity defined?
- 13 What is infinity on infinity?
- 14 What is 1 as a number?
- 15 What is the value of infinity?
- 16 What is the value of infinity 0?
- 17 What is the value of 1 upon zero?
- 18 What is the value of 1 or 0?
- 19 What is zero divided infinity?
- 20 Is 1 to the negative infinity indeterminate?
- 21 Does 1 INF equal 0?
- 22 Is infinity over 0 indeterminate?
- 23 What is undefined 1 divided?
- 24 What is the difference between 1 by 0 and 0 by 1?
- 25 Is 0 divided by undefined?
- 26 What is undefined in math?
- 27 Why is any number to the zero power 1?
- 28 What is the value of 0 by 0?
- 29 What happens if the exponent is 1?

## Does undefined mean 0 or infinity?

The value of **infinity is also undefined**. What is the difference between Infinity and Undefined? Undefined means, it is impossible to solve. Infinity means, it is without bound.

## Why is 1 to the infinity undefined?

Infinity is a concept, not a number; therefore, the expression **1/infinity is actually undefined**. In mathematics, a limit of a function occurs when x gets larger and larger as it approaches infinity, and 1/x gets smaller and smaller as it approaches zero.

## Is undefined same as infinity?

**Infinity is an unbounded value**. Undefined means we can’t assign a value to it, not even infinity. When we divide 1 by 0 and take the limit from the right, we get positive infinity, if we take it from the left we get negative infinity.

## How do you prove that 1 0 is undefined?

When **we divide any number by 0** quotient is always same is not defined mathematically and so 1/0 is undefined. , Enjoys Algebra, Trigonometry, and Calculus in college. Because there is no number that can multiply with 0 and give you a result 1.

## What is the answer of 1 by zero?

**01 is undefined**. Why some people say it’s true: Dividing by 0 is not allowed.

## Is 1 undefined undefined?

In mathematics, **expressions like 1/0 are undefined**. But the limit of the expression 1/x as x tends to zero is infinity. Similarly, expressions like 0/0 are undefined. But the limit of some expressions may take such forms when the variable takes a certain value and these are called indeterminate.

## Can zero be divided by 1?

Answer:**Zero divided by 1 is 0**. Let’s divide zero by 1. Explanation: Zero divided by any number is always 0. … For example, if zero is to be divided by any number, this means 0 items are to be shared or distributed among the given number of people.

## Is 1 to the infinity indeterminate?

We first learned that **1^infinity is an indeterminate form**, meaning that a limit can’t be figured out only by looking at the limits of functions on their own.

Minus infinity just means all negative numbers, not a number itself. So, the answer to 1 divided by minus (negative) infinity is **undefined or nonexistent**.

## Is 1 to the Power infinity defined?

**1^infinity=not determined**. Since Infinity is not a value like 1 or 2. It’s a value which can’t be expressed in number.

## What is 1 to the power of undefined?

When you say 1 raised to any power is still 1 of course is restricted to any real number. Undefined numbers such as 1/0 **are not real numbers**. Indeterminate form MEANS the value can be anything, 0, 1, 10, or infinite or anything. This makes the indeterminate form but it actually equals e.

## What is 1 to the power infinity?

**One to the power infinity is unknown** because infinity itself is endless. Take a look at some examples of indeterminate forms. When we plug infinity into this function, we see that it takes on the indeterminate form of one to the power infinity. To solve this, let’s take a look at an example.

## Is Infinity Infinity defined?

There is no answer to this. Since, **infinity is not really a number**, we cannot treat it in the same manner we treat “numbers” i.e we cannot perform mathematical calculations on Infinity. Due, to the above, what “minus” exactly means for infinity isn’t clear.

## What is infinity on infinity?

BUT in Mathematics infinity divided by infinity is **actually undefined**.

## What is 1 as a number?

← 0 1 2 →Cardinal**one**Ordinal1st (first)Numeral systemunaryFactorization1

## What is the value of infinity?

The initial value of Infinity is **Number**.

## What is the value of infinity 0?

**There is no universal value for ∞0**. It is indeterminate, and the value depends on how you are getting the ∞ and the 0. Some other indeterminate forms are 00,1∞,∞×0,00,1.

## What is the value of 1 upon zero?

Answer: 1/0 is **an undefined number**.

## What is the value of 1 or 0?

That is why we say that it is Not Defined!! Value of **1/0 is undefined**. If we divide any constant by zero it is undefined. Some think that it is infinite but it’s not true.

## What is zero divided infinity?

Zero divided by **infinity is zero**, not infinity. Any division problem with zero in the numerator is always equal to zero because even if you were to put zero into the numerator an infinite amount of times, you’d never actually reach the numerator. ∞ * 0 = 0. Therefore, 0/∞ = 0.

## Is 1 to the negative infinity indeterminate?

Yes, **1^-infinity is an “indeterminate”** expression as is 1^+infinity. C.H. no, raising to the negative first means 1 divided by the number once. so one raised to the negative infinity is one divided by an infinite number of ones.

## Does 1 INF equal 0?

In short, no. In order for 1/infinity to equal 0, **infinity multiplied by 0 would have to be equal to 1**. But any number or value, whether finite or infinite, multiplied by 0 is equal to 0.

## Is infinity over 0 indeterminate?

Another states that infinity/0 is **one of the indeterminate forms** having a large range of different values. The last reasons that infinity/0 “is” equal to infinity, ie: … Thus infinity/0 is a problem both because infinity is not a number and because division by zero is not allowed.

## What is undefined 1 divided?

The Projectively Extended Real numbers affix a single to the Real numbers that is unsigned: like zero, it is neither positive nor negative. By definition, in this context 1 divided by infinity is **0**, and 1 divided by 0 is infinity. But zero times infinity is not 1.

## What is the difference between 1 by 0 and 0 by 1?

**There is no difference**… 1/0 don’t exist!!

## Is 0 divided by undefined?

So **zero divided by zero is undefined**. … Just say that it equals “undefined.” In summary with all of this, we can say that zero over 1 equals zero. We can say that zero over zero equals “undefined.” And of course, last but not least, that we’re a lot of times faced with, is 1 divided by zero, which is still undefined.

## What is undefined in math?

An expression in **mathematics which does not have meaning and so which is not assigned an interpretation**. For example, division by zero is undefined in the field of real numbers.

## Why is any number to the zero power 1?

In short, 0 is the only number such that for any number x, x + 0 = x. … So, the reason that any number to the zero power is one is because **any number to the zero power is just the product of no numbers at all**, which is the multiplicative identity, 1.

## What is the value of 0 by 0?

Answer: **0 divided by 0 is undefined**. Any fraction when has a zero in the numerator will give a decimal value of zero only.

## What happens if the exponent is 1?

Answer: Anything to the power of **1 equals the number itself**. Let’s solve this question step by step. Explanation: According to the exponent rule, any number raised to the power of one equals the number itself.