Find the range of the function: f(x) = 5 2x1.1-x| Use the Squeeze theorem to evaluate...

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Find the range of the function: f(x) = 5 2x1⁰.1-x| Use the Squeeze theorem to evaluate lim (e) sin( sin (57) x→0+ Find the following limits if they exist. If they don't exist, determine whether the limit goes to co, -∞o or neither. Part(a) [4 points] lim X-3* Part(b) [2 points] lim x--2- 2x-5-1 (3-|x|) |(x + 4)(x + 2)| (4-x²) Find the range of the function: f(x) = 5 2x1⁰.1-x| Use the Squeeze theorem to evaluate lim (e) sin( sin (57) x→0+ Find the following limits if they exist. If they don't exist, determine whether the limit goes to co, -∞o or neither. Part(a) [4 points] lim X-3* Part(b) [2 points] lim x--2- 2x-5-1 (3-|x|) |(x + 4)(x + 2)| (4-x²)

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1 The function is undefined for x 1 so the range does not include 1 For x 1 we ... View the full answer