Question: Let f(x) = cos(log2 (I) ), : > 0. Evaluate the limit f(x) - f(x - h) lim h O - sin(log2(I)) O sin(log2(I) )

 Let f(x) = cos(log2 (I) ), : > 0. Evaluate the
limit f(x) - f(x - h) lim h O - sin(log2(I)) O

Let f(x) = cos(log2 (I) ), : > 0. Evaluate the limit f(x) - f(x - h) lim h O - sin(log2(I)) O sin(log2(I) ) None of these O sin(log2(z)) In 2 O - sin(log2(z)) z In 2 Question 5 (1 point) Given that limz ,4 f(x) + g(x)] = 2 and lim. .Af(x) - 9(2)] = 1 compute L = lime >A[f(x)g()] OL = 4 OL Z OL= 2 OL = 3 None of these

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