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AP Calculus 1.1 Applications and Multivariable Calculus. Which of the following is a direction field for the differential equation?
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AP Calculus 1.1 Applications and Multivariable Calculus 246 Views
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Description:
AP Calculus 1.1 Applications and Multivariable Calculus. Which of the following is a direction field for the differential equation?
Transcript
- 00:00
Thank you We sneak here's your shmoop du jour brought
- 00:05
to you by grafs gone wild they're clearly the result
- 00:09
of bad parents which of the following is the direction
- 00:13
field for the differential equation Y prime equals x times
- 00:17
sign of why And hear the potential answers All right
Full Transcript
- 00:23
well whoa these air some trippy grass we really need
- 00:26
to stop eating so many sugary foods just before that
- 00:29
time Okay so the key to finding the right direction
- 00:32
field for a product of functions is to think about
- 00:35
the direction field for each part of the product And
- 00:38
then imagine what happens when we multiply You know that
- 00:42
sign is a periodic function which means it'll repeat interval
- 00:47
after interval after interval after interval like that we're given
- 00:51
the sign of why so we know that the direction
- 00:53
field will repeat in the right direction looking at the
- 00:57
given direction fields the only one that is periodic in
- 01:01
the wider action is answer choice See the other direction
- 01:04
Fields are only periodic in the ex direction so answer
- 01:08
sees alfio excuse us We're going to go during some
- 01:11
warm milk and go straight to bed hopefully will dream 00:01:14.539 --> [endTime] Something single line brass
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