Exercises due on March 24 Thursday (submit these on Canvas or in class): Suppose that fis differentiable everywhere and
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Exercises due on March 24 Thursday (submit these on Canvas or in class): Suppose that fis differentiable everywhere and
Exercises due on March 24 Thursday (submit these on Canvas or in class): Suppose that fis differentiable everywhere and fill in the blanks with expressions involving x and f: 1. If the graph of y = f(x) has y = 3 as an asymptote as x , then the limit of as x is 3. 2. If the graph of y = f(x) has y - 2x + 3 as an asymptote as x - , then the limit of as x - , is 2, and the limit of x →, is 3. as
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