s=\frac{k t^{2}}{2} You decided to plot s on the y-axis and t^2 on the x-axis. Lets say you found some value for the slope m, and its uncertainty \delta m

What would be the uncertainty in the value of k? i.e what would \begin{aligned} &\delta k\\ &\text { be? } \end{aligned} * The uncertainty in k is the same as the uncertainty in the slope * The uncertainty in k is half the uncertainty of slope * The uncertainty in k is double that of the uncertainty in the slope * You cannon determine the uncertainty in k from the uncertainty in the slope. Suppose you were given the following model to describe a set of data: