A viscoelastic polymer is subjected to a constant strain of $0.3$. The behaviour of the polymer follows Maxwell model of linear viscoelasticity. Elastic modulus of the polymer is $5$ $\text{MPa}$ and the relaxation time is $200$ days. The stress in the polymer after $100$ days from the initial application of the strain is $\_\_\_\_\_\_$ $\text{MPa}$ (rounded off to two decimal places).
