number of zeros in in x²+1
Answers
Answered by
0
Step-by-step explanation:
it has two zeros
but those two zeroes are not real numbers
which are imaginary roots
x^2 = -1
x= √-1
x= √(I) ^2
roots are I, i
Answered by
0
WELL FOR FINDING NUMBER OF ZEROES WE NEED TO EQUATE TO 0 BUT ON DOING SO AND TAKING ROOT IT BECOMES X= i WHERE i IS COMPLEX NUMBER OR IMAGINARY NUMBER AND IMAGINARY NUMBER DONT HAVE ROOTS.
BUT THEY DO HAVE CUBE ROOT OF UNITY REPRESENTED BY W AND W².
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