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1: Nov 28, 16:19
2: Nov 28, 09:42
3: Nov 27, 18:07
4: Nov 27, 12:04
5: Nov 27, 08:26
6: Nov 26, 18:06
7: Nov 26, 12:05
8: Nov 26, 08:29
9: Nov 25, 18:33
10: Nov 25, 11:12
11: Nov 25, 07:08
12: Nov 24, 13:17
13: Nov 23, 18:13
14: Nov 23, 06:17
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20: Nov 21, 07:35
Posts: 154
In response to
"
LIR - Beaker - hope this helps -- (edited)
"
by
VMan
Beak, I posted a proposed solution on B2. -- nm
Posted by
Cowboy BeBaron (aka BaronWasteland)
Nov 23 '21, 17:33
(No message)
Responses:
so the answer isn't a specific number; it is the equation tyou posted? -- nm
-
Beaker
Nov 23, 17:40
9
The answers are
-
Cowboy BeBaron
Nov 23, 17:42
3
this worked! Thanks guys!! One more question coming shortly, sooooooo glad she is getting the fuck out of calc next term -- nm
-
Beaker
Nov 23, 17:50
is this the -1.6 and +1.6? -- nm
-
Beaker
Nov 23, 17:44
1
Closer to +/-0.82 (the little red dots on the graph) -- nm*
-
Cowboy BeBaron
Nov 23, 17:45
they're looking for a specific number for Y, not an equation... -- nm*
-
Beaker
Nov 23, 17:42
4
IIRC this approaches from -inf(inity) to +inf. So greatest increasing should be -(2/3)^0.5 and decreasing (2/3)^0.5. -- nm
-
VMan
Nov 23, 17:46
and the -1 and 1 didn't work either -- nm
-
Beaker
Nov 23, 17:42
2
Sorry. Reagan posted a moment ago. Why is he ignoring us? Laughing at our incompetence I'm sure. -- nm
-
VMan
Nov 23, 17:47
1
The amount of time since I have done any significant amount of calculus would have graduated university by now. -- nm
-
Reagen
Nov 23, 17:52
y'' = 0 gives him the inflection points. Which agreed will be steepest slopes. Could be technically correct, but phrasing was unclear. -- nm
-
VMan
Nov 23, 17:38
2
Right, it changes concavity there, but I wanted to follow the phrasing of the problem. Also, Wolfram Alpha likes my answer. -- (link)
-
Cowboy BeBaron
Nov 23, 17:41
1
Oh, not questioning the answer. Wasn't sure if they were looking at advanced math (i.e. Calculus). -- nm
-
VMan
Nov 23, 17:42
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