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6) For the below graph. Describe the behavior of the below graph (increasing and decreasing intervals), and then find the extrema (Absolute and Relative (local) values).

          6) For the below graph. Describe the behavior of the below graph (increasing and decreasing intervals), and then find the extrema (Absolute and Relative (local) values).
        
6) For the below graph. Describe the behavior of the below graph (increasing and decreasing intervals), and then find the extrema (Absolute and Relative (local) values).

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Calculus: Early Transcendentals
Calculus: Early Transcendentals
James Stewart 8th Edition
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For the below graph. Describe the behavior of the below graph (increasing and decreasing intervals), and then find the extrema (Absolute and Relative (local) values).For the below graph. Describe the behavior of the below graph (increasing and decreasing intervals), and then find the extrema (Absolute and Relative (local) values). 6) For the below graph. Describe the behavior of the below graph (increasing and decreasing intervals), and then find the extrema (Absolute and Relative (local) values)
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Transcript

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00:01 These directions are a bit confusing i will admit that but the way i'm seeing the problem is we're going up down up down trying to make this look kind of nice keeps going and it stops there and the way i'm seeing this is a this is a c e f and then what runs out of places? oops a c e g g, so that would be me, and then down here is b, d, f, h.
00:41 And so what i'm seeing is the relative maxes are at a, c, e, and g.
00:51 And when they talk about how they differ, i think each one of these is differing by 2 pi.
01:03 Because if you look closely at e, that's the point they give you.
01:08 If you plug pi into your calculator, you would get 1 .57 yada, yada, yada.
01:14 And then, sorry, it's pi over 2, and then you get 1.
01:19 And then down here, where you get 4 .71, that should be 3 pi over 2.
01:28 And then it's down at negative 1.
01:31 And the same thing goes with the mins.
01:33 Min's, those are at b, d, f, and h, and each one of those is differing by 2 pi as well.
01:43 Now maybe i misinterpreted this.
01:46 Maybe they wanted to know how these values are differing from each max to min...
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