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 | Does that make sense | 11,999 | 63 | [] |
student | Do you have an example? sorry. | 11,999 | 64 | [] |
volunteer | Oh yeah, that's fine. Um | 11,999 | 65 | [] |
volunteer | OK, yeah, I can show you an example, one sec. | 11,999 | 66 | [] |
volunteer | I can just like do it below. | 11,999 | 67 | [] |
student | OK | 11,999 | 68 | [] |
student | I'll write it down also. | 11,999 | 69 | [] |
volunteer | OK, um, wait. | 11,999 | 70 | [] |
volunteer | Wait, actually, I think the thing below it is the example. So like, um, if you have Y equals x squared or no, if you have Y equals x^2, and then you add a negative sign, so it becomes y equals x^2 + 3, then it would flip the parabola upside down. | 11,999 | 71 | [] |
volunteer | Like, does that make sense? Like, basically at the top, you have um Y equals x squared, and then in the place where it says Reflection, you have Y equals ax^2. So it like flips the parabola, so now it's upside down. So basically like reflects it. | 11,999 | 72 | [] |
student | Oh, OK, OK. | 11,999 | 73 | [] |
volunteer | Yeah. So it would be | 11,999 | 74 | [] |
volunteer | um A is less than 0. And then a stretch is | 11,999 | 75 | [] |
volunteer | um, basically, it's a vertical stretch, so if you add, like, before the x squared, if you add like a number, like 2, it would make the parabola like | 11,999 | 76 | [] |
volunteer | you know, extra stretch closer to the axis. | 11,999 | 77 | [] |
volunteer | Um, and that's called a vertical stretch. | 11,999 | 78 | [] |
volunteer | So if it's a stretch, it would be a greater than 0. | 11,999 | 79 | [] |
volunteer | So, like originally the dotted one is Y equals x squared, and then Y equals 2x2 would be a stretch of two, so it like stretches the parabola toward the axis. Does that make sense? | 11,999 | 80 | [] |
student | A little, yeah. | 11,999 | 81 | [] |
volunteer | Yeah, um | 11,999 | 82 | [] |
volunteer | I think it might make more sense what we, once we do the examples that basically if you add like a number um before the X squared. It's called a stretched, and the number has to be greater than 0. | 11,999 | 83 | [] |
volunteer | OK, and then a compression is basically the number has to be between 0 and 1. So it | 11,999 | 84 | [] |
volunteer | um, a compression is when it moves farther from the Y-axis. So like you can see it becomes wider. | 11,999 | 85 | [] |
volunteer | So basically, if the numbers like | 11,999 | 86 | [] |
volunteer | between 0 and 1, it would become wider. | 11,999 | 87 | [] |
volunteer | Does that make sense | 11,999 | 88 | [] |
student | Yeah, I get it. | 11,999 | 89 | [] |
volunteer | OK | 11,999 | 90 | [] |
volunteer | Yeah. Um | 11,999 | 91 | [] |
volunteer | so | 11,999 | 92 | [] |
volunteer | do you just wanna do the example, or if you have any questions, you can ask that. | 11,999 | 93 | [] |
student | Yeah | 11,999 | 94 | [] |
volunteer | Um | 11,999 | 95 | [] |
student | I have | 11,999 | 96 | [] |
volunteer | yeah, what were you saying | 11,999 | 97 | [] |
student | is it | 11,999 | 98 | [] |
student | um | 11,999 | 99 | [] |
student | you and I, so I cut the screenshot doesn't show like the other half, but I have the other screenshot. | 11,999 | 100 | [] |
volunteer | OK. Yeah, that's fine. Maybe you can just put like the other screenshot. | 11,999 | 101 | [] |
student | OK | 11,999 | 102 | [] |
volunteer | OK | 11,999 | 103 | [] |
volunteer | OK. So for the first one, | 11,999 | 104 | [] |
volunteer | Y equals -x squared. So how do you think the parabola would look? | 11,999 | 105 | [] |
student | Um | 11,999 | 106 | [] |
student | I think you add like, since there's no other numbers, but like, uh, negative x squared, you add like a 0 and like a 1. | 11,999 | 107 | [] |
student | like a 1x and then square. | 11,999 | 108 | [] |
volunteer | Yeah, yeah, it would be Y equals -1 x squared. | 11,999 | 109 | [] |
volunteer | So like on the graph, | 11,999 | 110 | [] |
volunteer | um, | 11,999 | 111 | [] |
volunteer | like, how do you think the parabola would look on the graph. | 11,999 | 112 | [] |
student | like plotting | 11,999 | 113 | [] |
volunteer | Yeah. | 11,999 | 114 | [] |
student | Uh, I think you start by, you start by, uh, 0. | 11,999 | 115 | [] |
volunteer | Yeah | 11,999 | 116 | [] |
student | underground | 11,999 | 117 | [] |
volunteer | Um | 11,999 | 118 | [] |
student | and then | 11,999 | 119 | [] |
student | and then you moved. | 11,999 | 120 | [] |
student | you move one. | 11,999 | 121 | [] |
student | down like to the left. | 11,999 | 122 | [] |
volunteer | yeah | 11,999 | 123 | [] |
volunteer | OK. Yeah, so, um, to graph it, we can just like | 11,999 | 124 | [] |
volunteer | uh start | 11,999 | 125 | [] |
volunteer | um plotting like the points. So, | 11,999 | 126 | [] |
volunteer | um we can start with X equals 0. | 11,999 | 127 | [] |
volunteer | So if X equals 0, what would Y be? | 11,999 | 128 | [] |
student | -1 | 11,999 | 129 | [] |
volunteer | Um | 11,999 | 130 | [] |
volunteer | so X equals 0, we can just like | 11,999 | 131 | [] |
volunteer | um if we have like the X value and we wanna see what why is. You can just plug it in. | 11,999 | 132 | [] |
volunteer | So it would be like | 11,999 | 133 | [] |
volunteer | we just plug the 0 in instead of an X. So, | 11,999 | 134 | [] |
volunteer | um 0 times anything is 0. | 11,999 | 135 | [] |
volunteer | So, basically, | 11,999 | 136 | [] |
volunteer | if we did hear 0 times 0, it would just be 0 and then 0 times -1 would also be easier. | 11,999 | 137 | [] |
volunteer | So what would the Y value be? | 11,999 | 138 | [] |
student | 0 | 11,999 | 139 | [] |
volunteer | Yeah | 11,999 | 140 | [] |
volunteer | Um, OK. So basically, the first point would be 00. OK. | 11,999 | 141 | [] |
volunteer | Yeah, and then | 11,999 | 142 | [] |
volunteer | if we have one, what would 5 be? | 11,999 | 143 | [] |
student | We live to get um | 11,999 | 144 | [] |
student | we to get um one positive one from. | 11,999 | 145 | [] |
volunteer | Um, | 11,999 | 146 | [] |
volunteer | oh, where did I get it from? | 11,999 | 147 | [] |
student | Yeah | 11,999 | 148 | [] |
volunteer | Um, so, basically, I'm just trying to grasp the parabola, so I'm just like choosing random like X values, and then I'm trying to figure out what the Y value is. So if, if we have an X value and a y value, we have 1 point. So then um if we have like a bunch of different points, we can graph therabola. So I'm just like c... | 11,999 | 149 | [] |
student | Oh, OK, OK. | 11,999 | 150 | [] |
volunteer | Yeah. | 11,999 | 151 | [] |
volunteer | So | 11,999 | 152 | [] |
volunteer | um, I'm just choosing Xalues and then if you have an X value and you want to find what y is, you can use the equation, so you can just plug in the X value, and then solve it, and then you can get the Y value. And then if you have X, Y, you have a point, so you can just graph it. | 11,999 | 153 | [] |
student | OK | 11,999 | 154 | [] |
volunteer | So, um, if we had | 11,999 | 155 | [] |
volunteer | if the X value is 1, then what do you think the Y value would be? | 11,999 | 156 | [] |
student | Uh, negative 1. | 11,999 | 157 | [] |
volunteer | Yeah, so then we would have one common negative one. So then that would be over here. | 11,999 | 158 | [] |
volunteer | OK. Um, OK, now let's do | 11,999 | 159 | [] |
volunteer | 2 | 11,999 | 160 | [] |
volunteer | Um | 11,999 | 161 | [] |
volunteer | so if we add 2, then what would the XB? | 11,999 | 162 | [] |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.