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Who invented imaginary number i?

Updated: 10/17/2024
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14y ago

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Gauss(I think)

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14y ago

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Related questions

Can a number be imaginary but not pure imaginary?

Yes. The number 1 + i is imaginary but not pure imaginary, while 5i is pure imaginary.


Can a no real number be a pure imaginary number?

If a number is pure imaginary then it has no real component. If it is a real number, then there is no imaginary component. If it has both real and imaginary components, then it is a complex number.


Can you divide an imaginary number by a real number?

an imaginary number is imaginary so no (i guess) this answer kind of sucks


How do you simplify the imaginary number -125?

-125 is NOT an imaginary number.


What does 7 divided by imaginary number equal?

That quotient would be an imaginary number. The actual number depends on exactly what imaginary number you divide the 7 by.


Is the difference of a complex number and its conjugate a real imaginary or pure imaginary number?

It is a pure imaginary number.Since (a+bi)-(a-bi) = 2bi, it is a pure imaginary number (it has no real component).


Is -23 an imaginary number?

No, but √-23 is. An imaginary number is the square root of a negative number.


Who invented imaginary numbers?

There is no one person who invented it there are several people who had contributed.


Whats an imaginary number?

An imaginary number is a number that has the square root of -1 as one of its factors.


Are imaginary and complex numbers the same?

No. A complex number is a number that has both a real part and an imaginary part. Technically, a pure imaginary number ... which has no real part ... is not a complex number.


Why is the square root of a negative number imaginary?

Any real number, when squared will give a positive real number. This is true weather you have a negative real number and square it, or positive. The concept of imaginary numbers was invented to handle equations which needed to use the square root of a negative number, in order to solve them.At first, they were not considered useful beyond this, so they were named imaginary numbers. Through the work of Euler and others, it became evident that imaginary and complex numbers could be useful, especially when analyzing waves, such as electrical waveforms.


Is 3i an irrational number?

No. It is an imaginary (or complex) number.