-- - 15, I< -5 f(x) = { Ma + B, 2+7, - 5 < * < 3 x > 3 The values of M and B that make f(æ) continuous are: 1. M = 2. B = In your written work, justify why f(z) is continuous with your chosen values of M and B. Be sure to use one-sided limits and the definition of continuity in your justification.

Sketch the given functions on a graph then answer the following questions: f(x)= 4-x for x < -2 f(x)= 2x+3 for -2 < x < 3 f(x)= -x for x > 3   1.) is this function continuous where x=3? Explain why or why not using the definition of continuity. (3 requirements that must be met) 2.) Where is the function right side continuous? 3.) Where is the function left side continuous?

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