1 00:00:00,880 --> 00:00:18,779 [Music] 2 00:00:26,080 --> 00:00:21,220 graphs are used every day you see 3 00:00:32,830 --> 00:00:26,090 relationships everything from ticket 4 00:00:35,049 --> 00:00:32,840 sales to insurance claims if you want to 5 00:00:37,660 --> 00:00:35,059 see how one thing relates to another you 6 00:00:40,510 --> 00:00:37,670 can probably use a graph and believe it 7 00:00:43,660 --> 00:00:40,520 or not nASA has graphs for just about 8 00:00:47,440 --> 00:00:43,670 everything so what's the big secret 9 00:00:49,720 --> 00:00:47,450 let's start from the beginning no no no 10 00:00:52,600 --> 00:00:49,730 let's start from the right beginning the 11 00:00:54,250 --> 00:00:52,610 x axis the x axis needs to be a 12 00:00:57,819 --> 00:00:54,260 horizontal line at the bottom of your 13 00:01:02,350 --> 00:00:57,829 graph yes that's right now we will draw 14 00:01:04,749 --> 00:01:02,360 our y axis this one's vertical no no 15 00:01:08,310 --> 00:01:04,759 your Y axis needs to be on the left edge 16 00:01:12,430 --> 00:01:08,320 of your x axis now we're onto something 17 00:01:14,469 --> 00:01:12,440 hmm we need an example well let's say we 18 00:01:16,390 --> 00:01:14,479 want to travel to other planets we 19 00:01:18,580 --> 00:01:16,400 obviously need food to get there and 20 00:01:20,230 --> 00:01:18,590 back so we want to see the relationship 21 00:01:22,390 --> 00:01:20,240 between the planet we're going to and 22 00:01:25,359 --> 00:01:22,400 how much food each person will need to 23 00:01:28,510 --> 00:01:25,369 take with them so first label your axis 24 00:01:31,060 --> 00:01:28,520 as a rule we always put our independent 25 00:01:32,890 --> 00:01:31,070 variable on the x-axis in this case 26 00:01:35,140 --> 00:01:32,900 we'll put the number of days it takes to 27 00:01:37,870 --> 00:01:35,150 get to any given planet on the y axis 28 00:01:40,359 --> 00:01:37,880 will put the dependent variable why is 29 00:01:41,980 --> 00:01:40,369 it called the dependent variable well in 30 00:01:44,740 --> 00:01:41,990 our example the amount of food we need 31 00:01:47,109 --> 00:01:44,750 in kilograms depends upon how long it 32 00:01:49,710 --> 00:01:47,119 takes to get there and back so let's 33 00:01:52,140 --> 00:01:49,720 think of some examples 34 00:01:54,530 --> 00:01:52,150 National Space Station that's about a 35 00:01:57,480 --> 00:01:54,540 seven-day mission since we need about 36 00:01:59,460 --> 00:01:57,490 1.83 kilograms of food per day and 37 00:02:03,120 --> 00:01:59,470 that's so let's see 12 point 81 38 00:02:04,860 --> 00:02:03,130 kilograms now let's go to the moon we'll 39 00:02:09,810 --> 00:02:04,870 put in a few of the Apollo missions for 40 00:02:11,940 --> 00:02:09,820 reference now we have a bunch of dots it 41 00:02:15,120 --> 00:02:11,950 sort of makes sense but let's connect 42 00:02:17,700 --> 00:02:15,130 them all with a line now that looks 43 00:02:19,350 --> 00:02:17,710 better we can now see the relationship 44 00:02:21,900 --> 00:02:19,360 between how long a mission is and how 45 00:02:24,000 --> 00:02:21,910 much food we need to take this lets us 46 00:02:26,510 --> 00:02:24,010 ask some good questions like how much 47 00:02:29,780 --> 00:02:26,520 food would it take to get to say Mars 48 00:02:32,130 --> 00:02:29,790 wow that's a lot of food for one person 49 00:02:35,100 --> 00:02:32,140 fortunately NASA engineers think about 50 00:02:35,820 --> 00:02:35,110 these questions every day well there you 51 00:02:37,800 --> 00:02:35,830 go folks 52 00:02:38,880 --> 00:02:37,810 next time you want to see how two things 53 00:02:43,060 --> 00:02:38,890 relate to one another