-10000 Squared

-10000 squared, (-10000)2, is the number you get when multiplying -10000 times -10000.

It can also be looked at as exponentiation involving the base -10000 and the exponent 2.

The term is usually pronounced negative ten thousand times negative ten thousand or negative ten thousand squared.

The square of -10000 is a perfect square because the number is the product of the two equal integers -10000.

It can be written as -10000 × -10000 or in exponential form.

Read on to learn everything about the number negative ten thousand squared, including useful identities.

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(-10000)2 = 100,000,000
-10000 × -10000 = 100,000,000

The inverse operation of squaring negative negative ten thousand is extracting the square root of negative -10000, explained here.

In the next section we elaborate on what is -10000 squared.

What is -10000 Squared?

A square is a flat shape with four equal sides; every angle is 90°.

Hence, a square with side length -10000 has an area of 100,000,000.

-10000 squared equals the sum of the first -10000 odd numbers:

\sum_{i=1}^{-10000} (2i-1) = 100,000,000

In addition, the number can be calculated from -10001 squared using the following identity:

n2 = (n − 1)2 + (n − 1) + n = (n − 1)2 + (2n − 1)
(-10000)2 = (-10001)2 + -10001 + -10000 = (-10001)2 + -20001 = 100,000,000

It can be also be computed from -10001 squared with this identity:

n2 = 2 x (n − 1)2 − (n − 2)2 + 2
(-10000)2 = 2 x (-10001)2 – (-10002)2 + 2 = 2 x 100020001 – 100040004 + 2 = 100,000,000

The difference between the perfect square of -10000 and its predecessor, -10001, can be calculated with the identity n2 − (n − 1)2 = 2n − 1:

2 x -10000 – 1 = -20001 = (-10000)2 – (-10001)2 = 100,000,000 – 100020001 = -20001

-10000 is even, and the square numbers of even numbers are also even: (-2n)2 = 4n2.

Squares of even numbers like -10000 are divisible by 4 for \frac{(-2n)^{2}}{4} = n2.

If you want to calculate the square of any number, not only integers like -10000, you can use our calculator above.

Enter your number; nothing else to be done.

A square similar to -10000 is, for example: square of negative 2.-10000 SquaredAhead, we discuss the frequently asked questions.

FAQs About -10000 Squared

What is the Square of -10000?

The square of -10000 is 100,000,000.

How Do You Write -10000 Squared?

-10000 squared can be written as (-10000)2 – a small 2 is placed to the top right of -10000) – or as (-10000)^2.

Is There a Square Root of -10000?

Yes, the square roots of -10000 are ±100i.

What is the Perfect Square of -10000?

The perfect square of -10000 is -10000 × -10000 = 100,000,000.

How Do You Square -10000?

You square -10000 by multiplying -10000 by itself.

Is -10000 a Square Number?

No, square numbers are non-negative.

What is the Square of Minus -10000?

The square of minus -10000 is 100,000,000.



The following table contains the squares of numbers close to -10000.

Table

NumberSquare
-10005100,100,025
-10004100,080,016
-10003100,060,009
-10002100,040,004
-10001100,020,001
-10000100,000,000
-10001100,020,001
-999899,960,004
-999799,940,009
-999699,920,016
-999599,900,025

Negative Ten Thousand Squared

By reading so far you know all about squaring the number -10000 and calculating it using recursive methods, or as sum, product or by exponentiation.

-10000 squared is equivalent to 100,000,000.

If you were searching for what is -10000 squared in math or if you typed whats -10000 squared in the search engine you now have all the answers, too.

The same goes for searches like square -10000, and -10000 to the 2nd power, just to name a few more examples people are often looking for.

Note that you can also find many perfect squares including -10000 squared using the search form in the sidebar of this page.

Ahead is the summary of our information.

Conclusion

To sum up,

-10000 squared = -10000 × -10000 = (-10000)2 = 100,000,000.

The exponentiation form is mostly used to denote negative negative ten thousand squared.

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