Consider the differential equation $y'=-x-y$.

Use Euler's method with $\Delta x=0.1$ to estimate $y$ when $x=1.4$ for the solution curve satisfying
$y(1)=1$ : Euler's approximation gives $y(1.4)\approx$

Use Euler's method with $\Delta x=0.1$ to estimate $y$ when $x=2.4$ for the solution curve satisfying $y(1) = 0$ : Euler's approximation gives $y(2.4)\approx$