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ntype
newalg(x^2+1)
and the unit of
imaginary number @i
have different number sub-types, and
it is treated independently.
[0] [10/37,ntype(10/37)]; [10/37,0] [1] [10.0/37.0,ntype(10.0/37.0)]; [0.27027,1] [2] [newalg(x^2+1)+1,ntype(newalg(x^2+1)+1)]; [(#0+1),2] [3] [eval(sin(@pi/6)),ntype(eval(sin(@pi/6)))]; [0.49999999999999999991,3] [4] [@i+1,ntype(@i+1)]; [(1+1*@i),4] |
type
.