1. Determine if the following functions are continuous everywhere or not. a. f(x) = ln(x + 2) 5 b. g(x) x²-x-6 c. h(x) = cos² x + 1 = 2. Find all the value/s of k (if possible), to make the function (2x5+k(x+1)+16, m(x) = 3xk-x²+2k, continuous everywhere. if x>0 if x≤0

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