WEBVTT
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00:00:00.640 --> 00:00:02.450 A:middle L:90%
he looks clear. So when you right here.
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00:00:02.839 --> 00:00:05.730 A:middle L:90%
So we're gonna take the derivative and we got dee
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00:00:05.730 --> 00:00:14.810 A:middle L:90%
over D X or eat the X over one minus
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00:00:14.820 --> 00:00:20.399 A:middle L:90%
heats. Thanks. Which is equal to D over
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00:00:20.399 --> 00:00:26.670 A:middle L:90%
D. X needs the axe. Times one minus
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00:00:26.679 --> 00:00:32.820 A:middle L:90%
eats the X minus. Eat The X comes de
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00:00:32.829 --> 00:00:41.200 A:middle L:90%
over de ex one minus Eat the eggs. This
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00:00:41.200 --> 00:00:46.450 A:middle L:90%
is all over. One minus each The X square
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00:00:50.280 --> 00:00:54.250 A:middle L:90%
This becomes equal to one minus. Eat the axe
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00:00:56.340 --> 00:01:02.109 A:middle L:90%
Times e to the X minus zero minus meets the
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00:01:02.109 --> 00:01:10.769 A:middle L:90%
X terms Eat the X all over one minus Eat
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00:01:10.780 --> 00:01:17.549 A:middle L:90%
the axe square but just equal thio e to two
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00:01:17.549 --> 00:01:23.010 A:middle L:90%
x plus one minus Eat the ex Comfy to the
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00:01:23.010 --> 00:01:34.459 A:middle L:90%
ex all over one minus Eat the X square When
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00:01:34.459 --> 00:01:38.750 A:middle L:90%
we rewrite and simplify we got eat to the ex
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00:01:38.939 --> 00:01:42.250 A:middle L:90%
Over eat to the X minus one square