1. Show m) = 3:3 is not uniformly continuous on the interval [1,oo) (look at how we handled :2 in class] 2. Show r) = v: is uniformly continuous on [1, oo) by proving it satises the Lipschitz oondition 2:3 - 1 if a: 5 1 cw:2 if :r :> 1 value of a which will make 9 continuous at a: = 1. Then, explain why 9 cannot be differentiable for any value of a 3. Let 9(3) = . Use one - sided limits to determine the