The sqrt(-5) is i*sqrt(5). Similar all other roots.
So we have
i*sqrt(5) * i*sqrt(4) * i*sqrt(3) = i3* sqrt(5*4*3) = i2*i*sqrt(60)
Notice that I replaced i3 with i2*i, so that we can replace i2=-1
= -sqrt(60)*i
If we need to represent the complex number as (a+bi), we have
=(0 - sqrt(60)*i)
so
a=0 and b=-sqrt(60)