show v(t) = v0*(1-(t/t).^4).^2 in matlab

To show v(t) = v0*(1-(t/t).^4).^2 in MATLAB, you can define the function and then plot it using the plot function. Here's the code:

main.m
% Define the function
v = @(t, v0) v0*(1-(t./t).^4).^2;

% Define v0 and t values
v0 = 10;
t = 0:0.1:1;

% Plot the function
plot(t, v(t, v0));
xlabel('Time (s)');
ylabel('Velocity (m/s)');
title('Velocity vs. Time');
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In this code, v is defined as an anonymous function that takes in t and v0 as input parameters. The function is then plotted by calling plot with the t vector and passing v(t, v0) as the corresponding y vector. The xlabel, ylabel, and title functions are used to label the plot appropriately. Note that in this example, t is set from 0 to 1 with increments of 0.1, but you can adjust the range and step size as needed.