Let f(x) = x 3x + 2 = (x 1)((x 1) - 3). Fill answers in...

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Let f(x) = x 3x + 2 = (x 1)((x 1) - 3). Fill answers in the blank. (1) The domain of f is (2) The x-intercept is at x = (3) Horizontal asymptote(s) of fis and vertical asymptote(s) of f is (4) f'(x) = ... f"(x) = ... ***** (5) All critical number(s) of f are (6) f is increasing on ******** and f is decreasing on (7) local maximum of f is at the point ******* and local minimum of f is at the point (8) f is concave upward on . and the y-intercept is at y = and f is concave downward on (9) All inflection point(s) of f are (10) Use the above guidelines to sketch the curve of f. .... Let f(x) = x 3x + 2 = (x 1)((x 1) - 3). Fill answers in the blank. (1) The domain of f is (2) The x-intercept is at x = (3) Horizontal asymptote(s) of fis and vertical asymptote(s) of f is (4) f'(x) = ... f"(x) = ... ***** (5) All critical number(s) of f are (6) f is increasing on ******** and f is decreasing on (7) local maximum of f is at the point ******* and local minimum of f is at the point (8) f is concave upward on . and the y-intercept is at y = and f is concave downward on (9) All inflection point(s) of f are (10) Use the above guidelines to sketch the curve of f. ....

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1 The domain of f is all real numbers since there are no restrictions on the expression 2 To find the xintercept we set fx 0 and solve for x x 1x 12 3 0 x 1x2 2x 2 0 Setting each factor equal to zero ... View the full answer