Is there a way to label the disk margin on a Nyquist Plot?

I can't seem to figure out how to label the gain and phase margins on the bode plot, or how to label the disk margin on the nyquist plot.

Anyone know of a way to do this? I can get the gain and phase margins from the margins function, but would like to be able to show them

on the afctual plot.

clear all; close all; clc;

k_num = 10;
k_den = [1 10];
K = tf(k_num, k_den);
g1_num = [-10^-4 10];
g1_den = 1;
g2_num = 9;
g2_den = [-1 -0.1];
G1 = tf(g1_num,g1_den);
G2 = tf(g2_num,g2_den);
G = G1-G2;
openloop_transfer_function = G*K;

% Part A Sensitivity and Complimentary Sensitivity functions.
%        Output to command window.

Sensitivity_Function = 1/(1+(G*K))
Complimentary_Function = (G*K)/(1+(G*K))

% Part B Closed loop poles.
%        Output to command window.
closedloop_poles = pole(Complimentary_Function);
fprintf('Closed Loop Poles\n\n');
fprintf(' %f + %fj   Stable\n',...
    real(closedloop_poles(1)),imag(closedloop_poles(1)));
fprintf('  %f + %fj   Stable\n',...
    real(closedloop_poles(2)),imag(closedloop_poles(2)));
fprintf('   %f + %fj   Stable\n',...
    real(closedloop_poles(3)),imag(closedloop_poles(3)));
fprintf('   %f + %fj   Stable\n\n',...
    real(closedloop_poles(4)),imag(closedloop_poles(4)));
% Part B System Stability.
%        Output to command window.
fprintf('System Stability = ');
stability = isstable(Complimentary_Function);
if stability == 1
    fprintf('System is stable\n\n')
    else 
        fprintf('System is unstable\n\n')
end

% Part C Time Delay Margin.
%        Output to command window.
[Gm,Pm,Wcg,Wcp] = margin(openloop_transfer_function);
Phase_Margin = Pm;
Omega = Wcp;
Time_delay = Phase_Margin/Omega;
fprintf('Time Delay Margin = %f\n\n', Time_delay);

% Part D Display Bode Plot with Gain and Phase Margins Labeled.
figure(1)
margin(openloop_transfer_function)
grid on

% Part E Display Nyquist Plot with Disk Margin Labeled.
figure(2)
n = 1000;
theta = linspace(0, 2*pi, n);
x = cos(theta);
y = sin(theta);
nyquist(openloop_transfer_function);
hold on;
plot(x-1, y);