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 | I just drew a purple dot at approximately (1, -3 1/7) | 14,365 | 254 | [] |
student | but isnt -2 the y intercept | 14,365 | 255 | [] |
volunteer | yes | 14,365 | 256 | [] |
volunteer | is my dot on the y-axis? | 14,365 | 257 | [] |
student | kinda of yes | 14,365 | 258 | [] |
volunteer | no | 14,365 | 259 | [] |
volunteer | my dot is at x=1 | 14,365 | 260 | [] |
student | oh | 14,365 | 261 | [] |
volunteer | and I drew a closed circle because x<=1 | 14,365 | 262 | [] |
student | yea | 14,365 | 263 | [] |
volunteer | and I just added a small dot on the y-intercept | 14,365 | 264 | [] |
student | yea i see | 14,365 | 265 | [] |
volunteer | y=-8/7 x -2 is a line that goes through those points | 14,365 | 266 | [] |
volunteer | but we only draw it to the left of the big dot because that equation only applies to x<=1 | 14,365 | 267 | [] |
student | oh becasue the x is from including 1 and up | 14,365 | 268 | [] |
volunteer | 1 and down | 14,365 | 269 | [] |
student | oh becasue its -8/7 | 14,365 | 270 | [] |
volunteer | I just graphed half of the function | 14,365 | 271 | [] |
volunteer | the other half is for x>1 | 14,365 | 272 | [] |
volunteer | that will start with an open circle because of > instead of >= | 14,365 | 273 | [] |
student | yea | 14,365 | 274 | [] |
volunteer | and the open circle will be at some point where x=1 | 14,365 | 275 | [] |
volunteer | f(x) for x>1 is 3/7 x + 15/7 | 14,365 | 276 | [] |
student | at 3/7? | 14,365 | 277 | [] |
volunteer | we need to find that at x=1 | 14,365 | 278 | [] |
volunteer | x=1 is the endpoint again, but open circle instead of closed | 14,365 | 279 | [] |
volunteer | how much is 3/7 times 1 plus 15/7 ? | 14,365 | 280 | [] |
student | 12/7 | 14,365 | 281 | [] |
student | -12/7 | 14,365 | 282 | [] |
volunteer | both are wrong | 14,365 | 283 | [] |
volunteer | 3/7+15/7 | 14,365 | 284 | [] |
student | 18/7 | 14,365 | 285 | [] |
volunteer | which is 2 4/7, which is about 2.5 | 14,365 | 286 | [] |
volunteer | I drew and open circle at around (1, 2 4/7) | 14,365 | 287 | [] |
student | yea i see it | 14,365 | 288 | [] |
volunteer | what is the y-intercept for this equation | 14,365 | 289 | [] |
volunteer | ? | 14,365 | 290 | [] |
student | 15/7 | 14,365 | 291 | [] |
volunteer | yes, which is just barely above 2 | 14,365 | 292 | [] |
volunteer | but this one is only for x>1 | 14,365 | 293 | [] |
student | huh | 14,365 | 294 | [] |
student | we need to find it for eerything else too? | 14,365 | 295 | [] |
volunteer | you left out the x>1 part, remember? | 14,365 | 296 | [] |
volunteer | first we found it for x<=1, then we found it for x>1 | 14,365 | 297 | [] |
volunteer | that covers everything | 14,365 | 298 | [] |
student | so now we have to find x>1 | 14,365 | 299 | [] |
volunteer | green line going to the right from the open circle at x=1 | 14,365 | 300 | [] |
student | ok | 14,365 | 301 | [] |
volunteer | we are done graphing | 14,365 | 302 | [] |
student | ok | 14,365 | 303 | [] |
student | now we can find domain and range | 14,365 | 304 | [] |
volunteer | domain | 14,365 | 305 | [] |
volunteer | have we covered all possible real number values of x? | 14,365 | 306 | [] |
volunteer | from -infinity to infinity? | 14,365 | 307 | [] |
student | the domain is from (-oo, 1] U (1, oo) | 14,365 | 308 | [] |
volunteer | No | 14,365 | 309 | [] |
volunteer | you don't need to break it up | 14,365 | 310 | [] |
volunteer | x can be 1 | 14,365 | 311 | [] |
volunteer | there is no gap there | 14,365 | 312 | [] |
student | when do i do break it up? | 14,365 | 313 | [] |
volunteer | when there is a gap | 14,365 | 314 | [] |
volunteer | like x<=1 and x>2 | 14,365 | 315 | [] |
volunteer | then there is a gap between 1 and 2 | 14,365 | 316 | [] |
student | ohhh so because both is on x=1 theres no need to break it up | 14,365 | 317 | [] |
volunteer | right | 14,365 | 318 | [] |
volunteer | range | 14,365 | 319 | [] |
volunteer | what's the smallest value of y you see? | 14,365 | 320 | [] |
student | -3 1/7 | 14,365 | 321 | [] |
volunteer | yes | 14,365 | 322 | [] |
volunteer | just looking at the left pointing line, can y have all possible values >=-3 1/7 ? | 14,365 | 323 | [] |
student | yes | 14,365 | 324 | [] |
volunteer | range is [-3 1/7, infinity] | 14,365 | 325 | [] |
volunteer | oope | 14,365 | 326 | [] |
volunteer | StudentA | 14,365 | 327 | [
{
"pii_type": "PERSON",
"surrogate": "StudentA",
"start": 0,
"end": 8
}
] |
volunteer | oops | 14,365 | 328 | [] |
volunteer | infinity) | 14,365 | 329 | [] |
volunteer | done | 14,365 | 330 | [] |
volunteer | do you understand it, now? | 14,365 | 331 | [] |
student | yes i do | 14,365 | 332 | [] |
volunteer | great! | 14,365 | 333 | [] |
volunteer | I've got to go, now. | 14,365 | 334 | [] |
student | ok bye | 14,365 | 335 | [] |
volunteer | bye | 14,365 | 336 | [] |
student | bye | 14,365 | 337 | [] |
volunteer | Hello, how can I help you | 14,381 | 0 | [] |
student | I need help solving a math question | 14,381 | 1 | [] |
volunteer | Whats the problem | 14,381 | 2 | [] |
student | A scale on a hiking map shows that 3 inches represents 1.25 miles, what number of inches on the map represent 10 actual miles | 14,381 | 3 | [] |
volunteer | So 3in = 1.25 and ?in=10 miles | 14,381 | 4 | [] |
volunteer | Correct? | 14,381 | 5 | [] |
student | Yes | 14,381 | 6 | [] |
volunteer | Okay first we need to find out how many miles is in one inch | 14,381 | 7 | [] |
volunteer | Do you know how to do that | 14,381 | 8 | [] |
student | Do we divide? | 14,381 | 9 | [] |
volunteer | Correct!! | 14,381 | 10 | [] |
volunteer | Which numbers though because we're given 3 different numbers | 14,381 | 11 | [] |
student | Maybe 3 and 1.25? | 14,381 | 12 | [] |
volunteer | Exactly! So go ahead and divide 3/1.25 | 14,381 | 13 | [] |
volunteer | 1.25/3 is what I meant! | 14,381 | 14 | [] |
student | 0.416 | 14,381 | 15 | [] |
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