Use Euler's method in Python to generate an approximation in the interval tin$[0,1]$ to the solution of the following initial value problem, using $5$ steps to go from $t=0$ to $t=1.$

$\frac{dy}{dt}=\frac{4t}{5}-y,y(0)=3.$

Here's what it looks like. Observe that each Euler step uses the slope at its starting point.

Enter your answers as comma$-$separated lists of decimal numbers accurate to at least $6$ digits.

$t$ values:

& y values