Find value of large number
begin{align*}
B_2 &= 0.18525 \
z &= 2.8 times 10^{10} \
H &= 3000175332800 \
R &= frac{z^{3/5}}{(log(z))^{1/5}} \
\
text{Substitute } z text{ with } 2.8 times 10^{10} \
\
R &= left. frac{z^{3/5}}{(log(z))^{1/5}} right|_{z = 2.8 times 10^{10}} \
\
b &= cdot (exp(z_{text{value}} cdot -0.5) – 1) cdot z^{frac{6D – 15}{5}} cdot expleft( frac{B_2 (8D – 5) R}{3} right)
end{align*}
Could you fix this code, or do you have any ideas before I try it in MATLAB?
% Define the constants
B_2 = 0.18525;
H = 3000175332800;
D = 0.9999932;
z = 2.8 * 10^10;
% Define the expression for R
R = (log(z))^(3/5) / (log(log(z)))^(1/5);
% Display R
disp(‘R:’);
disp(R);
RR = double(R);
disp(‘RR:’);
disp(RR);
% Define the expression for b
b = (log(H/(2*pi)))^2 * (exp(-0.5 * z) – 1) * z^((6 * D – 15) / 5) * exp(B_2 * (8 * D – 5) * R / 3);
% Evaluate b
bb = double(b);
% Display b
disp(‘b:’);
disp(b);
disp(‘bb:’);
disp(bb);begin{align*}
B_2 &= 0.18525 \
z &= 2.8 times 10^{10} \
H &= 3000175332800 \
R &= frac{z^{3/5}}{(log(z))^{1/5}} \
\
text{Substitute } z text{ with } 2.8 times 10^{10} \
\
R &= left. frac{z^{3/5}}{(log(z))^{1/5}} right|_{z = 2.8 times 10^{10}} \
\
b &= cdot (exp(z_{text{value}} cdot -0.5) – 1) cdot z^{frac{6D – 15}{5}} cdot expleft( frac{B_2 (8D – 5) R}{3} right)
end{align*}
Could you fix this code, or do you have any ideas before I try it in MATLAB?
% Define the constants
B_2 = 0.18525;
H = 3000175332800;
D = 0.9999932;
z = 2.8 * 10^10;
% Define the expression for R
R = (log(z))^(3/5) / (log(log(z)))^(1/5);
% Display R
disp(‘R:’);
disp(R);
RR = double(R);
disp(‘RR:’);
disp(RR);
% Define the expression for b
b = (log(H/(2*pi)))^2 * (exp(-0.5 * z) – 1) * z^((6 * D – 15) / 5) * exp(B_2 * (8 * D – 5) * R / 3);
% Evaluate b
bb = double(b);
% Display b
disp(‘b:’);
disp(b);
disp(‘bb:’);
disp(bb); begin{align*}
B_2 &= 0.18525 \
z &= 2.8 times 10^{10} \
H &= 3000175332800 \
R &= frac{z^{3/5}}{(log(z))^{1/5}} \
\
text{Substitute } z text{ with } 2.8 times 10^{10} \
\
R &= left. frac{z^{3/5}}{(log(z))^{1/5}} right|_{z = 2.8 times 10^{10}} \
\
b &= cdot (exp(z_{text{value}} cdot -0.5) – 1) cdot z^{frac{6D – 15}{5}} cdot expleft( frac{B_2 (8D – 5) R}{3} right)
end{align*}
Could you fix this code, or do you have any ideas before I try it in MATLAB?
% Define the constants
B_2 = 0.18525;
H = 3000175332800;
D = 0.9999932;
z = 2.8 * 10^10;
% Define the expression for R
R = (log(z))^(3/5) / (log(log(z)))^(1/5);
% Display R
disp(‘R:’);
disp(R);
RR = double(R);
disp(‘RR:’);
disp(RR);
% Define the expression for b
b = (log(H/(2*pi)))^2 * (exp(-0.5 * z) – 1) * z^((6 * D – 15) / 5) * exp(B_2 * (8 * D – 5) * R / 3);
% Evaluate b
bb = double(b);
% Display b
disp(‘b:’);
disp(b);
disp(‘bb:’);
disp(bb); @large MATLAB Answers — New Questions