Complex Infinite Numbers





If i can be denoted as the square root of -1, also named the imaginary unit, then infinity i plus 3, is a complex Infinite number.
Likewise infinity + 3i is a complex Infinite number.
Was this properly formulated?

The square root of Infinity+Infinity i, is Infinity+i
Because (Infinity+i)(Infinity+i)=Infinity+Infinity i + Infinity i-1= Infinity + Infinity i
But the square root of Infinity i, itself yields an indeterminate result.

The square root of Infinity+Infinity i, is Infinity+i
Because (Infinity+i)(Infinity+i)=Infinity+Infinity i + Infinity i-1= Infinity + Infinity i
But the square root of Infinity i, itself yields an indeterminate result.
Come on guys post something more.
The quoted text above is probably a "Theoretical Novelty." - In Mathematics that is.
If i can be denoted as the square root of -1, also named the imaginary unit, then infinity i plus 3, is a complex Infinite number.
Likewise infinity + 3i is a complex Infinite number.