Questions asked by Ben Schofield
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How do you find the limit as x approaches infinity of a more complex square root function?
How do I find the limit as x approaches infinity of a trigonometric function?
Is there a number "a" such that the equation below exists? If so what is the value of "a" and its limit.
What is the equation below solved for x to the nearest hundredth?
Let f be a function so that (below). Which must be true?
I. f is continuous at x=2
II. f is differentiable at x=2
III. The derivative of f is continuous at x=2
(A) I (B) II (C) I & II (D) I & III (E) II & III
If (below), then f'(x) = ?
(A) 3 (B) 1 (C) -1 (D) -3 (E) -5
If (below) is f'(x) then what is f(x)? This is for both equations.