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4
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2025-03-19 11:23:45
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-
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2025-03-19 11:23:45
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2026-02-04 20:47:20
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title
My blogs
description
image
site name
author
updated
2026-02-02 17:47:55
raw text
My blogs skip to main | skip to sidebar My blogs Sunday, February 14, 2010 1.It is increasing on the intervals [-2,0]u [2,0], and decreasing on (-∞,2]u[2,∞) you can tell because it is positive on a f'(x) graph and when it is decreasing it is negative on the f'(x) graph. 2The local minimum at -2 because its before the output changes from negative to positive.The local minimum would be at 2 because that's before the output turns from positive to negative. 3.It is concave up at (-∞,-1.25) and (0,1.25). It is concave down at (-1.25,0) and (1.25,∞). You can tell from this graph that is concave down when f'(x) is decreasing and concave up when f'(x) is increasing. 4.its x^5 because slope changes 4 times, since its the derivative of f(x) which would be x^4 which is -1 less than x^5 when u take the derivative of it, then it mus be x^5. Posted by diazrobert at 10:45 PM 2 comments: Thursday, January 14, 2010 mindset 1. i belive that i have a growth mind set i beleive ...
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Other [en] (231)
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2026-02-02 17:47:55
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2025-03-19 11:23:46
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2025-03-22 18:31:38
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