| 等级 | 主题 | 问题 | 格式化的问题 |
|---|---|---|---|
| 14301 | 求斜率和y轴截距 | (40000,20000) , (16000,8000) | , |
| 14302 | 求斜率和y轴截距 | (5,3) , (3,6) | , |
| 14303 | 求斜率和y轴截距 | (5,4) , (0,3) | , |
| 14304 | 求斜率和y轴截距 | (5,-4) , (1,3) | |
| 14305 | 求斜率和y轴截距 | (-5,5) , (3,1) | |
| 14306 | 求斜率和y轴截距 | (5,-6) , (8,-6) | , |
| 14307 | 求斜率和y轴截距 | (-5,-8) , (-8,6) | , |
| 14308 | 求斜率和y轴截距 | (5,-9) , (5,9) | |
| 14309 | 求斜率和y轴截距 | (6,-11) , (11,-21) | |
| 14310 | 求斜率和y轴截距 | (-6,13) , (2,-3) | |
| 14311 | 求斜率和y轴截距 | (6,-2) , (1,4) | , |
| 14312 | 求斜率和y轴截距 | (-6,3) , (-6,-4) | |
| 14313 | 求斜率和y轴截距 | (6,8) , (-6,8) | |
| 14314 | 求斜率和y轴截距 | (-3,2) , (3,0) | , |
| 14315 | 求斜率和y轴截距 | (-3,3) , (5,9) | |
| 14316 | 求斜率和y轴截距 | (3,4) , (-4,8) | |
| 14317 | 求斜率和y轴截距 | (-3,5) , (2,-1) | |
| 14318 | 求斜率和y轴截距 | (-3,6) , (0,0) | |
| 14319 | 求斜率和y轴截距 | (3,7) , (7,0) | , |
| 14320 | 求斜率和y轴截距 | (-3,8) , (2,-2) | , |
| 14321 | 求斜率和y轴截距 | (3,-9) , (5,-5) | |
| 14322 | 求斜率和y轴截距 | (3.7,-7.2) , (5.1,-6.6) | |
| 14323 | 求斜率和y轴截距 | (4,0) , (0,5) | , |
| 14324 | 求斜率和y轴截距 | (-4,1) , (-2,-1) | |
| 14325 | 求斜率和y轴截距 | (-4,-1) , (2,-5) | |
| 14326 | 求斜率和y轴截距 | (-4,-1) , (-4,-8) | |
| 14327 | 求斜率和y轴截距 | (4,1) , (-6,1) | |
| 14328 | 求斜率和y轴截距 | (-4,2) , (2,-3) | |
| 14329 | 求斜率和y轴截距 | (4,2) , (-2,4) | |
| 14330 | 求斜率和y轴截距 | (4,-3) , (4,12) | |
| 14331 | 求斜率和y轴截距 | (-4,-3) , (3,-4) | , |
| 14332 | 求斜率和y轴截距 | (-4,3) , (-4,1) | , |
| 14333 | 求斜率和y轴截距 | (4,3) , (5,5) | , |
| 14334 | 求斜率和y轴截距 | (2,4) , (3,0) | , |
| 14335 | 求斜率和y轴截距 | (-2,4.1) , (0,4.1) | |
| 14336 | 求斜率和y轴截距 | (-2,5) , (-2,11) | |
| 14337 | 求斜率和y轴截距 | (-2,9) , (2,9) | |
| 14338 | 求斜率和y轴截距 | (-20,-4) , (-12,-10) | , |
| 14339 | 求斜率和y轴截距 | (2001,1998) , (6680,4760) | , |
| 14340 | 求斜率和y轴截距 | (22,11) , (15,-17) | |
| 14341 | 求斜率和y轴截距 | (-3,0) , (0,1) | |
| 14342 | 求斜率和y轴截距 | (-3,-1) , (2,3) | |
| 14343 | 求斜率和y轴截距 | (10,7) , (-9,-10) | |
| 14344 | 求斜率和y轴截距 | (-11,1) , (7,8) | |
| 14345 | 求斜率和y轴截距 | (-11,19) , (-17,-5) | |
| 14346 | 求斜率和y轴截距 | (-11.3,16.8) , (-10.5,5.5) | |
| 14347 | 求斜率和y轴截距 | (-12,-5) , (0,-8) | |
| 14348 | 求斜率和y轴截距 | (13,0) , (4,-13) | |
| 14349 | 求斜率和y轴截距 | (-14,4) , (3,-13) | |
| 14350 | 求斜率和y轴截距 | (-2,0) , (1,3) | |
| 14351 | 求斜率和y轴截距 | (2,0) , (4,-8) | |
| 14352 | 求斜率和y轴截距 | (-2,-10) , (-2,2) | |
| 14353 | 求斜率和y轴截距 | (-2,12) , (-10,2) | , |
| 14354 | 求斜率和y轴截距 | (2,20.6) , (6,19.8) | , |
| 14355 | 求斜率和y轴截距 | (-2,3) , (1,-9) | |
| 14356 | 求斜率和y轴截距 | (9,4) , (13,6) | , |
| 14357 | 求斜率和y轴截距 | (-9,-4) , (-5,-14) | |
| 14358 | 求斜率和y轴截距 | (-9,4) , (-6,10) | |
| 14359 | 求斜率和y轴截距 | (9,-4) , (9,7) | |
| 14360 | 求斜率和y轴截距 | (9,-5) , (7,-9) | |
| 14361 | 求斜率和y轴截距 | (-9,5) , (-10,-6) | , |
| 14362 | 求斜率和y轴截距 | (-9,6) , (-7,5) | |
| 14363 | 求斜率和y轴截距 | (-9,-6) , (8,-6) | |
| 14364 | 求斜率和y轴截距 | (9,-9) , (1,-16) | |
| 14365 | 求斜率和y轴截距 | (-9,-9) , (10,19) | |
| 14366 | 求斜率和y轴截距 | (9,9) , (9,8) | , |
| 14367 | 求斜率和y轴截距 | (x-20)(x-10)+40+1/(3x) | |
| 14368 | 求斜率和y轴截距 | (-2,-4) , (2,4) | , |
| 14369 | 求斜率和y轴截距 | (-5,0) , (2,7) | |
| 14370 | 求斜率和y轴截距 | (5,-1) , (0,-4) | |
| 14371 | 求斜率和y轴截距 | (5,1) , (2,2) | , |
| 14372 | 求斜率和y轴截距 | (-5,-1) , (-4,-5) | |
| 14373 | 求斜率和y轴截距 | (10,-11) , (9,8) | |
| 14374 | 求斜率和y轴截距 | (0,3) , (0,4) | , |
| 14375 | 求斜率和y轴截距 | (-2,-3)-(4,1) | |
| 14376 | 求斜率和y轴截距 | (-2,3) , (4,3) | |
| 14377 | 求斜率和y轴截距 | (2,3) , (4,5) | , |
| 14378 | 求斜率 | -(-x)=75 | |
| 14379 | 求斜率 | (x+16)+(x)=180 | |
| 14380 | 求斜率 | (x-4)-3(3x-1)+4(x+2)=0 | |
| 14381 | 求斜率 | (y-2)=-1/2*(x+4) | |
| 14382 | 求斜率 | 0.14y+0.06(y+2000)=1920 | |
| 14383 | 求斜率 | (2y+4)=14 | |
| 14384 | 求斜率 | ( 125x^9y^10)/( 的平方根 5x^2y^2) 的平方根 | |
| 14385 | 求斜率 | x/7+y/5=2 | |
| 14386 | 求斜率 | -1/3=(y-0)/(1-0) | |
| 14387 | 求斜率 | -1/3x+8=0 | |
| 14388 | 求斜率 | 1/5-4000=x | |
| 14389 | 求斜率 | 1/8x-y=7 | |
| 14390 | 求斜率 | 13/17=x/11 | |
| 14391 | 求斜率 | 2/27x-y/3=1 | |
| 14392 | 求斜率 | 2/7=x/21 | |
| 14393 | 求斜率 | -2/9x=2/5 | |
| 14394 | 求斜率 | 25/4x-y+1=0 | |
| 14395 | 求斜率 | 3/4x+7=1/6x | |
| 14396 | 求斜率 | (3x+11)/7+(x+10)/6=8 | |
| 14397 | 求斜率 | (3x+12)/4+(x+7)/5=12 | |
| 14398 | 求斜率 | 4/27x-y/3=1 | |
| 14399 | 求斜率 | 4/5y=-11/6x | |
| 14400 | 求斜率和y轴截距 | (8,2) , (9,5) | , |