(a) Solve the complex equation (1+i)z^3 - 1+e^i(p=3) = 0 and
list all
possible solutions in Euler’s form with principal arguments.
(b) Express the complex number z =(1-sinq +icosq)^20 in Euler’s
form.
1) Use MATLAB to solve this differential equation. ??/?? = .25?
(1 − ?/4 ) - a
2) Use MATLAB to graph solution curves to this system with
several different initial values. Be sure to show at least one
solution curve for each of the scenarios found in ??/?? = .25? (1 −
?/4 ) - a ( let a = 0.16)