Bowled Over - Isolating Variables: Crash Course Kids #39.1 - By Crash Course Kids
Transcript
00:09 | you should know by now what's great about engineers ? | |
00:12 | They solve problems all kinds of problems . I know | |
00:16 | when we think of engineers , we think of big | |
00:18 | problems like crossing Gorges , but consider things we use | |
00:22 | every day to solve little problems . You probably remember | |
00:25 | that one of the steps of the engineering process is | |
00:27 | testing proposed solutions . And engineers always approach testing with | |
00:31 | a plan . So let's check it out and see | |
00:33 | what steps engineers take to test solutions , take it | |
00:37 | away . Slingshot , Cat body . A few episodes | |
00:43 | ago , Cat bought helped us play a game in | |
00:45 | which our problem was to try to knock down a | |
00:47 | big pile of fluffy marshmallows . We decided that we | |
00:50 | could change one of two variables to accomplish this goal | |
00:53 | . Either how hard we pulled on the slingshot or | |
00:56 | the angle of the slingshot . So we started by | |
00:58 | making our best guess at both variables and miss the | |
01:01 | marshmallows completely . The angle and how hard we pulled | |
01:05 | on the slingshot where the variables that made up our | |
01:07 | first trial . When we missed the pile of marshmallows | |
01:10 | , we needed a new plan so we decided to | |
01:12 | change the angle of the slingshot and we also made | |
01:15 | sure we didn't change how hard we pulled on the | |
01:17 | slingshot . We said that we should only change one | |
01:20 | variable at a time . Otherwise we wouldn't be able | |
01:22 | to tell why our solution worked or didn't work . | |
01:25 | Although we didn't know it , then this is called | |
01:27 | isolating a variable . We're choosing one variable and giving | |
01:31 | it a chance to be in the spotlight , We | |
01:33 | choose it and it alone to change between trials . | |
01:36 | So we chose a new angle and started the next | |
01:39 | trial and this trial was successful down when the pile | |
01:43 | of fluffy marshmallows officially , we can now say that | |
01:45 | we met the criteria of a successful test criteria are | |
01:49 | rules that are used to judge something in this case | |
01:51 | . Our criteria for success where that we a knocked | |
01:54 | over every single marshmallow and be did it all in | |
01:57 | one shot . Let's see if we can name those | |
01:59 | things in another game . I mean an investigation mm | |
02:04 | Cat , but you get to be the cheering section | |
02:07 | on this one . Little Sabrina , you're up in | |
02:10 | this game . We're going bowling . We'll say that | |
02:12 | the criteria for success are a knocking down the pins | |
02:15 | and be doing it all in one turn . That | |
02:17 | is getting a strike . Now , what are some | |
02:19 | of the variables we could change ? Well , we | |
02:21 | can change how hard we throw the ball and the | |
02:23 | angle that we throw it and the mass of the | |
02:25 | ball itself . Just to name a few . So | |
02:27 | the next step is to isolate one variable to change | |
02:30 | between trials . So how do we go about doing | |
02:33 | that ? Let's say we choose the angle at which | |
02:35 | we throw the ball to isolate this variable . We | |
02:38 | have to make sure that all of the other possible | |
02:40 | variables stay the exact same . How can we make | |
02:43 | sure that the mass of the ball is the same | |
02:44 | ? That was easy . We'll just use the same | |
02:46 | ball every time bam . Done . How about making | |
02:49 | sure that we keep the speed of the ball the | |
02:51 | same ? Well , that's harder . I could just | |
02:53 | do my best to throw it down the lane the | |
02:55 | exact same way every time cat bought you measure the | |
02:58 | speed . Okay . My first throw was about 24 | |
03:01 | km/h . Not too shabby . Let me try again | |
03:04 | . My second thought was only at about 22 km/h | |
03:08 | , Maybe . 3rd time's the charm yikes . That | |
03:10 | one was 21 km/h and my arm's getting tired . | |
03:13 | Although my three values were close , they're not the | |
03:15 | same . And that means that another variable the speed | |
03:18 | of the ball would change during every trial . But | |
03:21 | we want our isolated variable to be the angle the | |
03:24 | ball rolls down the lane . So how else can | |
03:26 | we keep the speed the same ? What if I | |
03:28 | had a few friends come along ? If I had | |
03:29 | some help , my arm wouldn't get as tired , | |
03:31 | but then that would introduce some other variables . My | |
03:34 | friends are all really different , which is awesome , | |
03:37 | but not so good when it comes to trying to | |
03:38 | keep a variable constant because my friends are different heights | |
03:42 | and have different skills , it's not very likely that | |
03:44 | they'll roll the ball the exact same speed as I | |
03:47 | do . So that ideas out I know to help | |
03:50 | us out . We'll use a ball ramp . All | |
03:52 | I have to do is put the same ball on | |
03:54 | the ramp each time and let gravity do the work | |
03:57 | , variable isolation accomplished . So engineers said criteria or | |
04:05 | rules when they're deciding if a solution to a problem | |
04:08 | is successful . And to really know if a solution | |
04:11 | meets these criteria , they have to isolate or choose | |
04:14 | only one variable next time , you'll see how they | |
04:17 | change that variable and only that variable between trials to | |
04:20 | test the solution thoroughly . If the solution meets the | |
04:22 | criteria , it's possibly on the path to being a | |
04:25 | huge success . |
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