role stringclasses 2
values | content stringlengths 0 2.1k | session_id int64 10 21.7k | sequence_id int64 0 2.38k | annotations listlengths 0 8 |
|---|---|---|---|---|
volunteer | It means it's the y coordinate from the second ordered pair minus the y coordinate from the first ordered pair. I wrote each letter below its corresponding number. | 18,292 | 30 | [] |
student | Ok please give me one sec to plug it to mak sure I understand | 18,292 | 31 | [] |
volunteer | Ok | 18,292 | 32 | [] |
student | oh you already did it.. Let me look at it and compare it to the graph | 18,292 | 33 | [] |
student | would it become a positive? | 18,292 | 34 | [] |
volunteer | Yes | 18,292 | 35 | [] |
student | simplify? | 18,292 | 36 | [] |
volunteer | -9 + 7 is -2 | 18,292 | 37 | [] |
student | would I still subtract? with the plus sign? lol | 18,292 | 38 | [] |
student | The answer then would be -1 | 18,292 | 39 | [] |
volunteer | Yes, that is the simplified answer. You are adding 7 to -9 in the denominator, which is 2. | 18,292 | 40 | [] |
student | ohhhhh | 18,292 | 41 | [] |
student | i have to remember that | 18,292 | 42 | [] |
student | getting points for line 2 | 18,292 | 43 | [] |
volunteer | Ok | 18,292 | 44 | [] |
student | (3,6)(-3,-2) | 18,292 | 45 | [] |
volunteer | Yes, you can use those | 18,292 | 46 | [] |
student | k | 18,292 | 47 | [] |
student | 4? | 18,292 | 48 | [] |
student | I did something wrong | 18,292 | 49 | [] |
volunteer | -2 - 6 is -8 | 18,292 | 50 | [] |
volunteer | -3 - 3 is -6 | 18,292 | 51 | [] |
student | Help me with that part please | 18,292 | 52 | [] |
student | im not subtracting | 18,292 | 53 | [] |
volunteer | When you subtract, you move to the left on the number line | 18,292 | 54 | [] |
volunteer | So 6 to the left of -2 is -8 | 18,292 | 55 | [] |
student | oh if im already negative 2 and i add a negative 6 it's negative 8 | 18,292 | 56 | [] |
volunteer | Yes, you can look at it as adding negative six or subtracting positive six | 18,292 | 57 | [] |
student | but it say minus so i guess that confused me | 18,292 | 58 | [] |
volunteer | You can subtract numbers from negative numbers, you're just starting to the left of zero and moving farther to the left of zero | 18,292 | 59 | [] |
student | hmmm ok makes sense | 18,292 | 60 | [] |
student | would the answer be 4/3 simplified | 18,292 | 61 | [] |
volunteer | Yes | 18,292 | 62 | [] |
student | yaayy! | 18,292 | 63 | [] |
student | I do want to make sure I got the negative and positive part right. | 18,292 | 64 | [] |
student | tyyy | 18,292 | 65 | [] |
volunteer | Nice work. I like how you persevered through this problem. | 18,292 | 66 | [] |
student | Tyyyy :) :) now I know how thanks to you! | 18,292 | 67 | [] |
student | Can you give me an example that I can subtract to find the slope to make sure under stand the negative portion? | 18,292 | 68 | [] |
student | well a problem not example | 18,292 | 69 | [] |
volunteer | Do you have other practice problems you can use, or do you want me to give you one? | 18,292 | 70 | [] |
student | Let me look in my classkick | 18,292 | 71 | [] |
student | line 1- (4,-4) | 18,292 | 72 | [] |
student | (4,-4)(1,-) | 18,292 | 73 | [] |
student | (1,-1) | 18,292 | 74 | [] |
student | can i use those? for line 1? | 18,292 | 75 | [] |
volunteer | Hmm, be careful. Those aren't points on line 1 (green line). You can use (-4, 2) and (0, -1) | 18,292 | 76 | [] |
student | ohhh.. -4,2 didn't seem like a point. I will try these you gave | 18,292 | 77 | [] |
volunteer | It's the point at the intersection of lines 1 and 2 | 18,292 | 78 | [] |
student | ok the intersection makes the point, right? | 18,292 | 79 | [] |
volunteer | No, that's just where this point is. | 18,292 | 80 | [] |
volunteer | I marked each point on the graph so you can visualize it easier | 18,292 | 81 | [] |
student | I looked closer there is a point | 18,292 | 82 | [] |
student | ty | 18,292 | 83 | [] |
student | doing the problem now | 18,292 | 84 | [] |
student | does it look correct so far? | 18,292 | 85 | [] |
volunteer | No, I think you mixed up the numbers | 18,292 | 86 | [] |
student | sheesh | 18,292 | 87 | [] |
student | let me look again | 18,292 | 88 | [] |
student | what about now? | 18,292 | 89 | [] |
student | working on the next one | 18,292 | 90 | [] |
volunteer | Correct! | 18,292 | 91 | [] |
student | next points (-3,4)(-6,-1) | 18,292 | 92 | [] |
volunteer | Close. The first one should be (-3, 3). | 18,292 | 93 | [] |
student | im blind apparently. Sam | 18,292 | 94 | [
{
"pii_type": "PERSON",
"surrogate": "Sam",
"start": 21,
"end": 24
}
] |
student | -4/9? | 18,292 | 95 | [] |
student | thats wrong. I wil figure it out | 18,292 | 96 | [] |
student | no 4/3 | 18,292 | 97 | [] |
volunteer | Close. The numerator is correct, but the denominator is not. -6 - (-3) is -6 + 3, or -3. | 18,292 | 98 | [] |
student | it say 4/3 is right | 18,292 | 99 | [] |
volunteer | Yes | 18,292 | 100 | [] |
student | was it positive because the numerator and the denominator was negative? | 18,292 | 101 | [] |
volunteer | Yep | 18,292 | 102 | [] |
student | ohh yeah tyyy! | 18,292 | 103 | [] |
student | that is all :) | 18,292 | 104 | [] |
volunteer | Ok, have a good night and keep working hard! | 18,292 | 105 | [] |
student | TYYYY enjoy your night. | 18,292 | 106 | [] |
student | Hi! | 18,300 | 0 | [] |
volunteer | Hi! What can I help you with? | 18,300 | 1 | [] |
student | I’m having issues with this problem | 18,300 | 2 | [] |
volunteer | Okay I see it! | 18,300 | 3 | [] |
volunteer | So start with the definition of complementary anggles | 18,300 | 4 | [] |
volunteer | angles* | 18,300 | 5 | [] |
student | Ummm a 90° angle that’s been bisected by a ray? | 18,300 | 6 | [] |
student | Idk | 18,300 | 7 | [] |
volunteer | Almost! Two complementary angles add up to 90 degrees | 18,300 | 8 | [] |
volunteer | And you often see them represented as you described | 18,300 | 9 | [] |
student | OHHHHH IS IT ONE OF THOSE 180° ONES?. | 18,300 | 10 | [] |
student | Where it’s straight across? | 18,300 | 11 | [] |
student | Or wait no | 18,300 | 12 | [] |
volunteer | It's just like those problems but you want them to add up to 90 degrees instead! | 18,300 | 13 | [] |
student | Wait | 18,300 | 14 | [] |
student | How are the angles not connected by a point though in the problem? | 18,300 | 15 | [] |
volunteer | What do you mean by that? | 18,300 | 16 | [] |
student | Like the vertex | 18,300 | 17 | [] |
volunteer | Oh yes they would look something like that, I was just clarifying the actual definition of the angles | 18,300 | 18 | [] |
student | Oh | 18,300 | 19 | [] |
volunteer | It'd be something like that, and I think that's what you drew (it was kind of blocked so I couldn't see all of it) | 18,300 | 20 | [] |
volunteer | So knowing that UVW + XYZ = 90, do you know how we could start to approach this? | 18,300 | 21 | [] |
student | Set both equations equal to 90? | 18,300 | 22 | [] |
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