how can we plot it ?

equation = -0.4787 + 7.3246 * (3.14 * 0.05/x) +0.3963 * (3.14 * 0.05/x)^2 + 15.613 * (3.14 * 0.05/x)^3 +(1j * (266.265 * cot (0.05 * 3.14/x)- .4456 +17.0082 * (0.05 * 3.14/x)- 8.6793 * ((0.05 * 3.14/x)^2) + 9.60131 * ((0.05 * 3.14/x)^3)) =144.3

i need to plot frequency which is 

f= 3*10^8/x

[Walter Roberson]

Is the "1j" intended to represent the imaginary constant? If so then is x itself intended to be a complex number, or is it expected that the imaginary portion will resolve to be 0 ?

[8167]

and what if we ignore the ij and put the equation 

-0.4787 + 7.3246 * (3.14 * 0.05/x) +0.3963 * (3.14 * 0.05/x)^2 + 15.613 * (3.14 * 0.05/x)^3 +((266.265 * cot (0.05 * 3.14/x)- .4456 +17.0082 * (0.05 * 3.14/x)- 8.6793 * ((0.05 * 3.14/x)^2) + 9.60131 * ((0.05 * 3.14/x)^3)) =144.3

f= 3*10^8/x

Answer 1

[Walter Roberson]

If the "1j" is intended to represent the imaginary constant, then the equation has no real-valued solutions. The real part of the equation has a singularity at x = 0, at which it switches from always negative to always positive, no zero crossing.

[8167]

yeah so can we plot it ?

Answer 2

[David Sanchez]

You can not plot it. The lay out of your problem is not right. Your equation has zero crossing (=solution)according to Walter Roberson. What are you going to plot against what?