IM 7.5.8 Lesson: Position, Speed, and Direction

An airplane moves at a constant speed of 120 miles per hour for 3 hours. How far does it go?
A train moves at constant speed and travels 6 miles in 4 minutes. What is its speed in miles per minute?
A car moves at a constant speed of 50 miles per hour. How long does it take the car to go 200 miles?
Use this number line to help you fill in the table below.
After each move, record your location in the table. Then write an expression to represent the ending position that uses the starting position, the speed, and the time. The first row is done for you. If you get stuck, use the number line above to help you
How can you see the [i]direction[/i] of movement in the expression?
Using a starting position [math]p[/math], a speed [math]s[/math], and a time [math]t[/math], write two expressions for an ending position. One expression should show the result of moving right, and one expression should show the result of moving left.
[size=150]A traffic safety engineer was studying travel patterns along a highway. She set up a camera and recorded the speed and direction of cars and trucks that passed by the camera. Positions to the east of the camera are positive, and to the west are negative.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAAxCAYAAAAshFs5AAAdr0lEQVR4Ae3dCbx11fgH8NdY5spQQkXJPA+RiEyZojInhEzJlFmJzEmZM5NIJcoQIhIajBEyZAoRkXke9v/zXf7Pse66e5+z773n3HPO+671+eyz9ll7TftZw289z3rWs9c0M+D+85//zEAtahUqBSoFKgUqBSoF+lNg1rBrTf+qD4/Z98XGHS9q1TffiL8SfzXLWmo9Z7luS32XGr9SoFKgUmCeKZDPx/n9ct6pT/qxAXpewT4F5/H73g/LN56F3zfPGq9SYF2kQB0n62Kr13deDgXysZLfd+XVJ05X2jK8zKv8X8ZvBfRRicpM/O9K0xXelkceFunCL5/9+9//zoPSfVvcRZHGENBWTlvYGIqqWVQKjI0CtY+OjZRrVUbz2i/mtd5L7Txt7wn/2sLXCGx7EIXGs/CF5/cRb5gv/qg0w55H+ojzox/9qDn77LMXFBnPIrD8H+HL8aP8PG3k/89//rP561//mj+a6n1bXadaoVp4pUClwFxQYNpzR8ypQSzz6j/+8Y/4OzN+1LOLXvF8VIW74rWFl2Fnnnlmc9555w2KiOcDDj0CBjE6bvrGi+RLjT8qnZXJ/e53v2b33XePqKvqex/X3/72t+bXv/5187nPfa75yEc+0pQSg4g36coFfcP/wx/+MJODYNJ0qPmPpoA+8tvf/nZRXx2dssZYFyjwr3/9K/WPWXnXz3zmM80nPvGJ5vzzz2/+8pe/DJjCmOtWo55dZXWFR51GPY94y/F/85vfNNe85jWbt7/97YuSr7ECshLCaba5v//97+m5xm5zgE16LxBXxJPGM5d8hjlp8/jSlGUCzV/84hfNFa94xeYhD3nIIG+NXcYdVtZyn6HRn/70p+YnP/lJc9RRRzUPfOADm6te9arNBz7wgQVZTrIxFxTUIi3Zf//9my9/+ctltPq/UiAt9B772Mc2F1xwQaVGpcAiCvz4xz9unvnMZw6wYDXnsUWVaZrm85//fJpf73WvezWHHXZY8/3vf7/5/e9/P6hfW5pJhgVWwqYuvMzLh1dwDz71SRPxxY2rZBSV+7GPfay58IUv3LzlLW9JjKX84bD2WvONb3yjOfzww5vTTjstr0u6F8EKyfOvf/3ri54DUWB25JFHpkpHBJWwijj11FOb97znPSn98ccf3/zsZz9LBUe88BHql7/8ZXPSSSeluO9+97tTnqeffnrz85//PHEU8lSHpz71qc2aNWua2972to146uaS96ScRjEJAsqXvvSlzc1vfvNE0Atd6EIJ1MvGncZAiDLvete7pgafFC1qvvNLAZOElb0xVV2lQEkB8+utbnWrkcxXmW6S/833wMucf93rXrfZd999m1NOOSVJR4HYajjzP0by4x//+ABvSGZJaOFSzL1RF7gIz4jF4SN8glXwjbQhZz4j7Z///OfmBz/4QQMnA9OOPfbY5owzzhgswI1fedzjHvdI9Nhzzz0HcY855phGHmskQrC73OUui0RxKrXZZpulxA960IMWVdyK6RKXuERz9atfPXGuXkgFzzrrrMRB416vfOUrN5tuumniqrfZZpvmgx/84IIO4+VOPPHE5va3v31ajYl7latcpdl4443Tf/X63e9+lxYId7rTnZrLX/7yqT7Klb+4rk9+8pNBz04/iNcZIXugoXDj9ik+9KEPNY94xCPSu+hYcZEUlAudvIz8Pst6ordWsyeccMJEy6iZzycFTIA3uMEN0uQ0n29Qaz1JCmDutt9++wXz8yTL65P3T3/607QIjTmXf4UrXCExUqSk5557bvPHP/5xEXa15b2c+Riz+dGPfjQxkLAM1myyySbpsvWLZqUj6TAPb7nlls2VrnSlQRr1BsbwkYv6AOo3vvGNzfWvf/2EMcqAg+LDX1ITDoNsUXOZy1wmYdAGG2wwwL8b3/jGCavWWGVc4xrXSIBbcrkIdrGLXSyBq5eJlX1U5G1ve1vKeJ999kkF+vnOd77T3OxmN2s233zz5uCDD26+973vNeecc05jBXGLW9yiudzlLte8733vG8T3coD5ete7XuLKKbyJ/4UvfKE55JBDEkeMA0ZY4Th+jXrf+943/Sf+Fk7sMA5nlfPDH/4wLTL222+/VOeLX/ziqUwceXSs9dZbrznooIPGUeRY89hpp50qoI+VomtPZhXQ1562nMSbzCKge0/c7aUvfenB3Btz8EUucpG0QH3605/efPjDH04ieTpEbS4wq+1ZVxim7uijj2422mij5ja3uU3itoE1jDP3A3ZA+t3vfncAzvKCR3S8XvWqVyUc8/+b3/xmYzsUI4pJhTOcepFww9mdd965+dSnPpW2dOGg++c973kDvMRgKv8pT3lKosUrX/nKVJb8YTfmOCnF2QtGJOx+OA8f9rCHJaB//OMfn56Xe8W4Vtw9pTBOmic/+cmpcm94wxsiq+SruAp6oVvf+tZpVeXB+9///pS3RunjiBzU9ZGPfGSf6K1xysbVcEQhOrS9GvvzFjDRcdp8K9lf/epXKf8yv/J/ayXGFKisuGQJ0ENasZr1GNPr1GwmRAF9waIYh97VbydUdM12TiiAuSIp1U/yOWXa1ceB77LLLgPRezkfY7RIbnfdddfmTW96U/O1r30tcavwKNxy3sc2K8DGLYdeUj6nPutZz0oYYRugdG3bAcJs117ykpdMi4JIs/fee6d8SAJGOeU///nPT/Hf+c53DqJHvdKxNeCLKM9+9rMHEQz6q13tas2d73znpJyAS330ox89WIlYLWD/N9xww7RKkJB4WhpiAtw8rjkuYgWrp2td61rNRS960eZb3/pWKsteBBGCcuwX2HvPG2JQof+/AVYa9OEPf/iCR/FC4S942PJHPHWz4vnsZz/bvOAFL0irsPXXXz/lX3aa/L/VlNWXlVlcJBHlvbDVuJQb5aOjFW2ErUb5tYzVaeeV0lmfuPa1r50mp9o/5qPNVtrmS0lvbrWHjgOdlf6hHupzxBFHJGYwl5Kak/P/7s3NJMSwDANpX9qCoC8u5FBhz1wZu+222wIcC0yzl++5reQupW9YBsjhn8vCRBoKf+EOPPDAhIkk3d5XfdtcvANOXx7veMc7FkVLHLrNe6sGq7MAU6sFIo3nPve5qbKUabbaaqu0ny0XqyBpiA+kUdhXvvKVRGCgjdN917veteCy2S8PlYl9XiD/0Ic+NIkvdKYXv/jFzcknn5wWCQgRLxE1D0DfY489ImiRX6ZZFKFp0nvQH3jUox6VdADUyZV3kAgrfQsSwGk/5O53v/vgyv/n93mcSd4r057NLW95y+ae97znovpNsuya9//6wazS4m53u1tz2ctetqGLoq9Mo4/OKm3W1XpFH+CTOuJ09RP0iGfTpI06mMvU6VKXulTrHN01Z9vKJX22GCCBXap7+ctfnsqzV55jGRzz35YyCbUta4woB3vgISU6GEmibOs60pub1RcTGc6CZbvttku0t/dOykAiIA/bzfIMTOMHoLceW5OpFccNb3jDlGHskxMD4Mqj4L322isBvApysX9+wAEHDAoD0sDPpCE/141udKNF98R+OPNwOPuXvOQlzbbbbpu4e1wEwD7uuOMG+/YRl9a9MnDo8ZKe5fcRd1i4lRCx/XWuc520R9LVKUow9x+gU3iwcHGpb+5H+DR8e0068jTKrmX+tz/MKh223nrrhu6Hvht9dlbrWuu1+n2JcrMtUf1kluivPhhKeFTO08P+09eS9gEPeEDz1a9+NYeFXvdPe9rTEtaQOud4Br/iP9/JIvYdOJw6zJQWnuHeYUzgoDphlHP8kw74w1zxKIQT9duGdhbfUb3c5YBe4t7AsEzsk9tHB/AGvIuGOUc73WqEKEMmAJd4IwBfWHDPXuRLX/rSguuLX/xi+m/lgZMPAuQVpQhgdaIBNCAtP4TJXyjKKEXueT7uyxdte64ONOyf8YxnpH19QGjCawPxCNOBSCYoJKDVLF3OJ+pAFkfuZ6lutS7T7ytOa2yxxRaJYyGBq20y/TaZlTbQH8y9AEo/mZV6RT2cuY4TTjEXt/kwif6TveonPvGJ6V1sH4/CgxIf/IcLyoB5JZ7l/0m44+gynAP4JKVwzNYs3bOIT7ILQ0pAVx7O3sLD0Wjx4BGJNk488hcvB/Sy3gNAD+U0kQEuLtSKIRz238qBpjoC2T83OQTgi0epwgrvpje9aet588hrlE8MbwFhtWI1o1HD5Rx6hC3Vb2tcYo/Xv/71aY/Dqo6Uoa3DCNMgT3jCE9LCZ6llTzK+97rPfe7TfPrTn55kMTXvOaWA/mHCDvHgnL5GrfaEKGAOJHZvmx8nVGSvbCnpvfCFL0xY0DUn08MiebI9QAPdceLYPu5VSEskR8mUB9j7Orggjf3w0GTP0xKpe94G6Hk8R8Zf+9rXpkUMnTTH98KNBHQN6KgWotivoCAG0IFnOHEcFSPSpV3Htz9BQzwcIAb4nhHN9+kYw+JoGC+PGw4HrIQpexIO126FanV3k5vcJO3tx7E15caFVqQFs+Z0GMoc1VUKlBSgk4J7sDivrlKgpMCsHlvDtbadOiIxZgtEn37MYx6TjnctZ6+8pEP8J022b49BBbCjHCwLDjy2pvM0tpZtZcCQHNBzDM3ju48FgGPc4Wxzy6PtJNmAQ7cKYn3N2TpagvZT4nhLZIT1l5E9Az4xSOle85rXNA68WxjoIADSvoLJxL2FgyuA3Es6o2fvnhageC7n6oAqEQqlhnDyJAXQiM6gi2uLQNpxOqs7kgoaiBQybAEAce8d14477pis+MS7jLP85ealA4TC4XLzqOnWLgpE/zRWAtAjbO160/o2K6HALAK601SOT8ecy7flCZ922GGHdISLwRV9mxtnv4YpmFgY5Dw43FIfeAZz4COpBgwLF3XF3Tv2Jq400r7sZS9LdS/30Gnif/vb3x5Yv5OGpjvDbc6/OwfvtEK821vf+ta0/e3YODsyUQbMGgC6yDTMEQx33nbOWwH2te0z48LtHZSOCJ4CHWs3d7jDHZJxGIZkXDhuGu3O70XlnGG3qmENh/agg/yMxzjPzjjNHe94xwUcBUICLaDuGJ18HdMqLbaV9erzP+pUxrU6U47ybAPYH0Ej15vf/OYFUoquPMo8J/WfVmjl0CdF3fnO16THGlXl0Oe7HSdVe4B+u9vdLgHEpMpYar62Xs31QBD2MEAGQ2BFLoZear594pvLYZxTIbablYuphQUwiujbFqft6nAM3Nj7tm37ile8IsUl0YanwBkmlnvoL3rRi9KJAj6NePljlkmhYQ1DMrGHrk4Uuina0Smw3y4+LXoLjAGgqxDRxv3vf/90WfWEC5AiGrBSocZPWa2LK7Z3YN/bkTdGWqxyXBTZKBgAnMiTIpz9ESIT+YqnDk960pMaKxHnxHMnnRWNF3nwgx+c4lsVUTpYqYs6hV/mZwXks62UHOyrOOZngszPFErTlb7MbxL/n/Oc54yFFpOoW81zuhQwKVjV1z306bbDrJZuXjXvBnhMu550shghA4Tq9d73vjfpaeFIc2e+jSsPH9c96bEFhDrApsAzHzrCBOPSY86HESSkbNAHnlEgp6hMk53WujzCDos6Os9u3oZjkTdT6xhfiwVb2aWDOTAo6gP0MZ4DQFchAE38jZBdYO3lPCfuHuVop1tNyNOlw7Qd8sd1E7FHPC+rckGk8PPypJG3VSXJQVd98zQruc/r4N5ejcZxVtEqMn+unPL/SspeSlqim/o1raVQbN2Iqz+abEwq5YS4blCgvuUoCmDEzMHD9nRH5THO5/ahASFdpT572OMsO/IybuIy58M+NII7seUbcXOfKByOBe7BK474XXipMAe0MbeBgRYJtqiHOQtz9VGXBaZfhyWKZwFQ4Ud47g97lscbdd8nnz5xRpWznOdlucSYRJhl+HLyrmkqBSoFKgWmTYFZmMvUwbwKANc214e+bXHysPw+p8+AQ88D3XclKONN4r+y8/Lz+0mUt9Q8Z60+S61/jV8pUClQKVBSoM5rCymCHnEtfDK9f3kb5fdRo05AjwjD/LYMh8Vve9aWR1tYW9phYePIY1j++bOusrrC87T1vlJgkhSofXCS1K15r4sUiDHV5felSaRviz/sWVv8CFsRoEcm1Z8MBZbTqMtJM5na11xnjQK1b8xai/SvT227/rRal2NWQJ/B1o/B61gGhbu+GvwUI3xhiBa+4xMUK0ZprFJyZKxHGgZ1KFmwSVC6qFMZXv9PlwJ92yXvG46K6htt7Tzdt6mld1Ggbzvn6bWx+cOY7nKRL2VlhlTMA67TTz99gRXQtvTSOoXEAJk0zE1TfJ4Vpbq2Oq/tYRXQZ7SFDS729VkpckRwmIujEs7JM/rj7L6zk84x+ohO2+f4DDrao45eRBrp2B92BjI36Tus7Ppstimgbzgmuueee6YvI0bfcCzG5xfbjsTM9hute7UL0I03L/9HePja3AkcbcxIGHvibS7yYbTEN7Z32mmnNHcw2MIw2H777ZcMnuRpIw1lYCDuKLIvbppv9K3dd9892RKZ9KmjvE71/n8UqID+P1pM/Q7IOt6Au2Y8x1d+GFRwNnGYY0bQeU1GF5xnfN3rXpeO0zEyw77xoYceuohTZ2fA+U4f4GEbQBqGEAxqVphe/epXL0ozrA712WxSwMeTfJbYtxfYhdDOLFZF32DRqo2jiol7Nt+q1qqLAhbijJ6wkcHACUNhjHZ1OcfBGD1hWhUYsx+uj1jomwfYESHFy52+gfP3XQAfQbEYkIY9EYsB8xBjJ6WrfaqkyPj/V0AfP02XnSNOGpCyh28SBs7syDNQULoYHM4z7rLLLo3P8rFiFF+mI04lqvf9XV/syQ0ZWD1bvTNl6wtLwY0TzzN3C+hZ6Sut70WZZV3q/9mkgL7BkhVTzPpGcOPOofsqlL7BpHHeN2bzTdbtWgFdUpZRFv489x0Oi3RcM2MjAN2CPVyM4fBZGGOvHJgTl4ezRcNwCaugQD7ie+6MNTPhFgG49JAAYkZIBtgrJxnoY6skyqv+eChQAX08dBxLLgYu04BsxPucIUDGobcBehQoDjO8RF5xZjMffACbqUEWjcIxLuJrcgZlLADyNEwV+vABkVseHumrP5sUKNvKPmj0jdKQhTcgudE3WF2sbnYpcPLJJ6cF/iiTzvbMfUeb9TASOGBbAnr+lvqEecPC/rTTTssfpXv2x5nwtu0Xi34PSBDZN8e9E+9zed9jTVS/Mo9Ut7oUqIC+uvQeWhoOGdiee+65KR5TvAbGMEC3Ijdoffo1dzHAKNb5IpFBGYDPup00+Vfs8rRW+lbfPuQRgJ8/r/fzQYH4zCLgbnMUmtiD1jfCklVbvBo2XQoQbxuvTJ8OcyRvdG/io1rHHHPMUEBnVRIHvu2227Zur5lD2C/HVFC2DUdXR33Ui4u5Jp6T8snXp0xHKeVGmuqPhwIV0MdDx7Hlkg8OA2MUoFslG1z5p27zygBx9uaJ5EMExp63NFbabY7Ci70xojir9NLldSyf1f+rS4FhbUEpUjufeOKJiyolnb5hb51Inoi1utmkgNMn2nEYoEc/CN+bAHTzRy5yz98Qxy9fNsTzdHkc++LyIHbnADQpIg6dydE2hyHwURFbfSGOj3hd5cTz6q+MAhXQV0a/iaYeBeiUmeyVEY93HW0Th2hdHLbvORqsBnL5UZl4GYOOKM5ALvfRI071Z5sC2l0b4q70ozYnznbbbbegb7TFq2GTpcAwkPMsgBdAL8VRTDPOuwD9sMMOS8/tlXc5SpPyoFCpLsT0vjhpEVh+OCvyAOKUcYny64eAgiqr41dAHyOdY2BaufpSTp+rTRs0qtQH0Gmz+ozrGWecEckW+fH9euI4dYz/FKO63L3vfe9W0I937EpXw2eDAvY2t99++5F9w6eLTdj6Blfbd7rtZ+vDVlg+d9gT10Y777zzgnDbbeVWSd5+owDdp5/la2umy5EKiLP33nunKBQrfbrTp0xJdfLyIg99j+QHFz/pT5xGmdX/LwUqoE+gJ1BiMZkC21GXrwmVLgbJKEAXLwB9GCcdAB5cfPwfBui0ow1kR+Kqmx8KRN/Bffu2tUm17BsRx1vh4rVzLPaE5c/n583XjpoCzN122y2N65hD6LJoI0AaYXyStji50Pb25R562a4UZuVLia18FvkdccQRKc5ee+2VggLQ6eV0bdMAdEfXMBoV0IOSq+NXQJ8AnX32Dsfc5zrnnHM6a9AH0HFYxOnBYZWZmdgNfgPXp/k4Z5D99x1eLh/M7l1E+UTuXeLalLD+zCwFtDtDH6NE7vqG/lOPrk2/KY07YEhZLZ877F8brwceeOAgnPLsmWeeOdAyz2sf43kUh86wUNcee+QRXHycZSdyd/58ww03bMq5K9KI4zikExbT+uxpTo916b4C+gRaOzq2rN0Pu4YVPwrQpXWe3GCnhZqXG2XTfLXnZXDFAGTdyUB2NK7NOae8zTbbNOuvv35z9tlnt0WpYXNAAUpx2tnZ4DZHXIv7c4SRwmTZf9rS1LDJU6CcL5jqNcaPPPLIVHjfdhoF6LE3v8cee3S2PQmisuNETL6VY+HR5oD4xhtvnGxZDJMgtKWtYSujQAX0ldFvYqkN2j6AHgOO8gpXDnZH4IjHGJuII2gHHXRQGqSlSchI69jLpptumhRbLrjggom9Y814shSgoWwyJlqNto0S/ScOdWyNKLdOvEGZ2fNDyz0AvW8NAXoXBy4PSrIW+pRmu46XAXt9KD8RwyS1MAuNNkd64Nga6U9Xvm3patjKKVABfeU07MyhnEQ7I3Y86APouC8iU/tu4fJyTzjhhCR2ZQkqwhmRsL+16667RpIFvo+12HuljGNFXt18UiD6hqONbe74449PfYPEhog++kdb3Bo2GQp00TzC+ccdd1wC0MMPP3xoJSJNRCo59PI50bjjqRtttFGrxrpFniOvFn35XngoylHca3O+HwHwu7Tr29LUsPFQoAL6eOg4tskwH3R9AJ0FJ6Zanfss99GJVIEy8LbKD+dYibOkBjJrYrlzBh0AWCSYEKqbHwrkfUet9Q02/ok/GSnKncncNwKYFs65rzxOvZ8eBaIt+ay+MdLCLv9S3CgOXd4HH3xwGuttyrkWEDhtxmVyTpvUj3lX58xzc7HqxiwszhznX84tS6l7jbs8ClRAXx7dxpYqBm5bhjmgd8UT7jw5E41bb711MrdIoYahGWBuQD7ucY9r7IvnzmDbbLPN0qC0opaGARJ78vbOGZ+pX0zKKTaf90CA1T8TMLvd2tneKeuD+gbxafSN6GPhz+cbr3219l0GQBnt1PcNjz766JGcsi0134JwZnyfffZJNv4xBgcccEA6mub4WdiviHL1D1IDaVgZVI5+xXKcEzQYCEfq6ud5g2Kr51dAXz1aL7kkA4voyoAb5gwconVH2EzeLvvmJvF99923VdPUiptonSa0+PbMcfkWBURp55133rAi67M5oYC+AcDLvqGd2eo///zz5+RNajWXutACtMP20IOiFCJ9XY0xGHPBJptskr706Oiqo65t224keUcddVRSniUBks7ZdAsAX22sOhlB3dX1K6CvLr17l2bwOv5GVD7svHhkaOIGwvZNrZ4prNBCDUW4iJf70tBIxcVJQ/R61llnDU2Tp6/380GB6BsnnXRSamd756P6xny8Wa1lDvL5Pcr47Cmu2ZHEeBZ+Tjn6Ezh12zLimwvo2VjstYF5pAXqzqKT7B177LHp1AwRfGnuNeJXf/IUqIA+eRr3LqEcbP4Ts5mQufJ5W8Y4b2lK8VxbWmEu+Ueatnht5dSw+aNA3jfa2rktbP7ecu2rcbRL6be9acTxDFAb1wHK8Sz8Mr3wmAsiTRnH/zJ9pOGXz9rS17DJUaAC+uRou+Kclzs4Ih0/rrIyEScPz8Py+zxOvV+7KVDbfX7at6utusLb3izi8uO+jNcVXsar/6dPgQro02+DFdegz4DrihPh4a+4MjWDmaZA3s5xH/5MV7xWblUoUPvCqpB5YoVUQJ8YaftlnA+g/L5MPexZGXfY/2H5xLPwh+VTn80HBbRlbc/5aKul1HLabdqn/D5xlvLONe5oClRAH02jqcfoOzD6xpv6C9UKVApUCvSigDE9alyPet6roCxS5Bd+9qjezjgFKqDPeAPV6lUKVApUClQKVAr0ocD/AeiSylXwWGIBAAAAAElFTkSuQmCC[/img][br][br]Vehicles that are traveling towards the east have a positive velocity, and vehicles that are traveling towards the west have a negative velocity.[/size]
Use this number line if you get stuck on filling in the table below.
Complete the table with the position of each vehicle if the vehicle is traveling at a constant speed for the indicated time period. Then write an equation.
If a car is traveling east when it passes the camera, will its position be positive or negative 60 seconds after it passes the camera? If we multiply two positive numbers, is the result positive or negative?
If a car is traveling west when it passes the camera, will its position be positive or negative 60 seconds after it passes the camera? If we multiply a negative and a positive number, is the result positive or negative?
In many contexts we can interpret negative rates as "rates in the opposite direction." For example, a car that is traveling -35 miles per hour is traveling in the opposite direction of a car that is traveling 40 miles per hour.
What could it mean if we say that water is flowing at a rate of -5 gallons per minute?
Make up another situation with a negative rate, and explain what it could mean.

IM 7.5.8 Practice: Position, Speed, and Direction

A number line can represent positions that are north and south of a truck stop on a highway. Decide whether you want positive positions to be north or south of the truck stop. Then plot the following positions on a number line.
[list][*]The truck stop[/*][*]5 miles north of the truck stop[/*][*]3.5 miles south of the truck stop[/*][/list]
Then plot the positions on a number line.
How could you distinguish between traveling west at 5 miles per hour and traveling east at 5 miles per hour without using the words “east” and “west”?
Four people are cycling. They each start at the same point. (0 represents their starting point.) Plot their finish points after five seconds of cycling on a number line
Find the value of each expression.
[math]16.2+\left(-8.4\right)[/math]
[math]\frac{2}{5}-\frac{3}{5}[/math]
[math]-9.2+\left(-7\right)[/math]
[math]-4\frac{3}{8}-\left(-1\frac{1}{4}\right)[/math]
For this equation, write two more equations using the same numbers that express the same relationship in a different way.
[math]3+2=5[/math]
[math]7.1+3.4=10.5[/math]
[math]15-8=7[/math]
[math]\frac{3}{2}+\frac{9}{5}=\frac{33}{10}[/math]
A shopper bought a watermelon, a pack of napkins, and some paper plates. In his state, there is no tax on food. The tax rate on non-food items is 5%. The total for the three items he bought was $8.25 before tax, and he paid $0.19 in tax. How much did the watermelon cost?
Which graphs could not represent a proportional relationship?[br][br][table][tr][td]A[/td][td]B[/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][br][/td][/tr][tr][td]C[/td][td]D[/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][br][/td][/tr][/table]
Explain how you decided on the answer you did above.

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