Mixed

What is the value of under root minus infinity?

What is the value of under root minus infinity?

Clearly, (i)(infinity) squared is -infinity. So the square root of -infinity is (i)infinity.

Is the square root of 0 infinity?

The square root of a square is usually the absolute value of the square root. As the absolute value is positive but the distance from zero to zero is not positive, the absolute value of zero is undefined. That also means the (principal) square root of zero is undefined.

What is root infinity?

The square root of infinity is infinity. If you choose a number and multiply it by itself, you would have squared the number.

What is the value of under root 5?

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2.2360
Therefore, the value of root 5 is, √5 = 2.2360… You can find the value of the square root of all the non-perfect square number with the help of the long division method. This is the old method which gives the exact value of the root of numbers.

What is the square root of Infinity?

On the other hand, for any infinite cardinal κ, κ × κ = κ. So if you mean a cardinal infinity, then the “square root of infinity” is “infinity”. Originally Answered: What is the square root of infinity, and how do you prove it?

What is the value of X under the root 6?

Find the value of x if x = root 6 + root 6 + root 6 + Infinity. Where x is a natural number. So, on squaring on both the sides: We cannot consider a negative value under the root, therefore, the required value is 3. Was this answer helpful?

What happens when x is raised to infinity?

So as x approaches infinity, the result of x raised to any odd power should be negative (i.e. negative infinity). But! If you’re taking the square root of an even-numbered power, like when you do sqrt (1/x^6), that will make a POSITIVE number.

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What is the square root of 1 under root 1?

But, as the square root value is considered as positive in general, the square root of 1, under root 1 or simply √1 will be 1. You can find the square root of 1 to 50 from the tabular column below: Thus, you can find the individual square root of 1 to 50 here; similarly, you can keep finding the square root of numbers above 50, using a calculator.