Answer true or false. 117.R.003. If f is not piecewise continuous on [0, co>), then (f(t)) will not exist. O True False
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- for part a, did u show that f' is not continuous? and i dont really get how it proves differentiabilityalso for part c, does lipchitz continuous mean uniformly continous, and if so can you define lipchitz continous4. Determine whether or not the following functions are uniformly continuous.(Use ε and δ to prove your work through e delta definition) Kindly do only a,b and c but do ASAPProve that the function f(x) = Root3(x) is uniformly continuous on [−1, ∞).(Hint: consider the sets [−1, 1] and [1/2, ∞) )
- Use the definition to prove f = (x-1)/(x+1) is uniformly continuous on [0,∞).4. Determine whether or not the following functions are uniformly continuous.(Use ε and δ to prove your work through e delta definition) and do only d and e please ASAP4. Determine whether or not the following functions are uniformly continuous.(Use ε and δ to prove your work through e delta definition)