WEBVTT
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00:00:02.740 --> 00:00:04.650 A:middle L:90%
Okay, so we're asked to fill out this table
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00:00:05.240 --> 00:00:08.310 A:middle L:90%
song. Gonna plug in 3.9 into our function.
3
00:00:08.320 --> 00:00:15.720 A:middle L:90%
We have 3.9 minus four, divided by 3.9 squared
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00:00:15.820 --> 00:00:20.629 A:middle L:90%
, minus five times people nine. But where when
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00:00:20.629 --> 00:00:27.170 A:middle L:90%
we get this is approximately no 0.34 Okay, let's
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00:00:27.179 --> 00:00:32.479 A:middle L:90%
start out with 3.993 point 999 The light it by
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3.99 quid. When? A far from 3.99 What
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00:00:38.840 --> 00:00:46.920 A:middle L:90%
for? And we get 0.344 Okay, so now
9
00:00:46.920 --> 00:00:50.399 A:middle L:90%
for 3.9 either and night. Punish boy. Delighted
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00:00:50.409 --> 00:00:58.549 A:middle L:90%
by 3.999 Good. Minus five times 3.999 What for
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00:00:59.390 --> 00:01:04.450 A:middle L:90%
? Only that 0.333 Okay, now it's a check
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00:01:04.450 --> 00:01:07.510 A:middle L:90%
for 4.2 ago. 14 point does that. One
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00:01:08.040 --> 00:01:15.120 A:middle L:90%
minus four. Divided by 4.1. Squared minus five
14
00:01:15.129 --> 00:01:22.950 A:middle L:90%
times four. You know what that's more yet?
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00:01:23.140 --> 00:01:30.469 A:middle L:90%
0.333 Get out with 1.1 Jack that before divide by
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00:01:30.780 --> 00:01:36.950 A:middle L:90%
4.1 Squared, minus fired. Five times. 4.1
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00:01:37.700 --> 00:01:44.230 A:middle L:90%
. But what we get? 0.3 region and,
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uh, what, 4.14 point one when it's war
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00:01:48.590 --> 00:01:52.709 A:middle L:90%
. Bye bye. 4.1 thread my five times.
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00:01:52.719 --> 00:02:00.049 A:middle L:90%
4.1 for what we get for you. 0.32 Great
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00:02:00.140 --> 00:02:02.349 A:middle L:90%
. Okay, so we could say that uh,
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00:02:05.010 --> 00:02:07.780 A:middle L:90%
X is equal to four. Our function or our
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00:02:07.780 --> 00:02:13.349 A:middle L:90%
limits approaching our function, is approaching 0.333