eπ i = -1
Properties : abc = (ab)c
(eπ )i = -1
Calculating eπ, we get:
(23.1406926328)i = -1
i√ on both sides, we get:
23.1406926328 = i√ i5
23.1406926328 = i5 / i
23.1406926328 = i-5 i
Calculate the reciprocals. Properties: 1 / x for x = 22 = 1 / 4 = 2-2.
1 / 23.1406926328 = i5 i
0.04321391827 = i5 i
0.043213918271 / 5i = i
0.043213918272 / 5i = -1
Is this factually correct? I'm not sure...
Hi MWizzard :)
You lost me here
23.1406926328 = i√ i5
you wanted
\(\sqrt[i]{-1}=\ {(-1)}^{1/i}\\ Where\; did\; your\; i^5 \;come\; from?\;\;i^5=i \;\;but\;so\;what?\)
I might be missing something ://