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13 Nov 2019
Q2: Sketch the graph of a function having the given properties. f(x)>0 on(-oo, 0o) r) 0 on (-00,-V2/2) and (V2/2, oo).
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Nestor Rutherford
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24 Oct 2019
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2. Sketch a graph of y = 3. Graph the function which satisfies the following conditions: linn. f(x)= 2, ã¨lim of(x) 2, linn,f(x) = oo (0,3) f>0 on (-0o, 0) U (3, 0o); f">0 on (00,0)U (0,5); f'
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Math 18o: Business Calculus Exam Three - Page 2 of 7 November 20th, 2017 1. (10 points) Translate each characteristic into a statement about the grap Then, sketch the graph of a function, f that satisfies the given characteristics . /(-2) = 4,/(0) 0,/(2) 2 EX: ( 2 4) ( · f'(-2) = 0, f' (2) = 0 .f(x) 0 on (-00,-2) and (2, 0o) f() > 0 on (-2, 2) 0, 0) an d ( 2, 2) are points on the graph ·f"(0)=0 f(x)0 on (0, oo) f"(z) > 0 on (-00,0)
1. Sketch the graph of a function fwith the stated properties. (a) The function f is decreasing on the interval (oo, +oo), has an inflection point at the origin, and is concave up on (0, +oo) (b) The function fis increasing on the interval (-o0, +oo), has a point of inflection at the origin, and is concave down on (0, +00).
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