Answer:
is complex as , .
Step-by-step explanation:
A complex number comprehends all numbers of the form:
,
Where .
In other words, complex numbers are an extension of real numbers.
There is the following classification depending on what values of and exist:
Real - ,
Complex - ,
Pure imaginary - , (The term "nonreal complex" is a synonym for pure imaginary complex)
Let be , which is complex as , .
OK SO THE OTHER THING DOES NOT LET US TEXT SOOO HERES THE OTHER ONE
.............,................a is the ans