Company $x$ has consistent actual demand of $50,000$ units for two consecutive periods. The forecasts were $52,000$ units for the first period and $49,000$ for the second period. Company $Y$ had consistent demand of $100$ units and forecasts of $80$ units for the first period and $110$ for the second period. We can conclude that:

Forecasts for company $Y$ are better than forecasts for company $x$ since company $x\text{'}$s mean absolute deviation is $15$ which is lower than company $x\text{'}$s mean absolute deviation of $1500$

Forecasts for company $x$ are better thyn forecasts for company $Y$ since company $x\text{'}$s mean absolute percent error is $0\mathrm{.}03$ which is lower than company Y$\text{'}$s mean absolute percent error of $0\mathrm{.}15$

Forecasts for company $x$ are better than forecasts for company $Y$ since they are all consistently positive

We cannot compare company X$\text{'}$s forecasts with Company Y$\text{'}$s forecasts