Asked by Terri
E = ic sq, solve for c
Answers
Answered by
Tim
if e=1/1! + 1/2! + 1/3! ...
and i = the sqrt(-1)
then C = -(-1)^(3/4) sqrt(e)
or (-1)^(3/4) sqrt(e)
both being complex numbers
and i = the sqrt(-1)
then C = -(-1)^(3/4) sqrt(e)
or (-1)^(3/4) sqrt(e)
both being complex numbers
Answered by
PsyDAG
Online, c^2 = c squared
Do you mean E = i * c^2 or E = (ic)^2?
If the former, divide both sides by i and get the square root of both sides.
If the latter, E = i^2 * c^2. Divide both sides by i^2 and get the square root of both sides.
Do you mean E = i * c^2 or E = (ic)^2?
If the former, divide both sides by i and get the square root of both sides.
If the latter, E = i^2 * c^2. Divide both sides by i^2 and get the square root of both sides.
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