Question

what is the value of i​

Answer 1

Step-by-step explanation:

The value of i is √-1. ....ooooo

Answer 2

Answer:

We have learned till now the imaginary unit ‘i’ is used to represent the complex numbers which are non-real. But if we have to represent the complex numbers into a complete real form, we have to know the value of imaginary number ‘i’.

Basically, first, it was considered as there are no such facts as the imaginary number and real numbers. But when the complex number came into the picture, real numbers and imaginary numbers were differentiated. Some examples of complex numbers are;

2+i6

9-i7

i10

To solve such complex numbers, we have to know the value of i, which we can conclude from the expression, i2 = -1

If we take the square root on both sides, we get,

√i2 = √-1

Or i = √-1

Therefore, the value if ‘i’ is √-1, which we cannot define, therefore, it is called an imaginary number.