Prove or give a counterexample to the following statement: If v1, ... , Vk are vectors of R^n that do not span R^n, then vi,... , Vk are linearly independent.

Given a normal distribution with µ =50 and σ =4, what is the probability that 5% of the values are less than what x values? between what two x values (symmetrically distributed around the mean) are 95 % of the values? instructions: show all your work as to how you have reached your answer. don’t simply state the results. show graphs where necessary.