SPEED
Speed is a scalar quantity which refers to “how fast an object is moving.”
Speed= Distance/Time = s/t
· s means distance (“s” for “space”)
· t means time
Example:
You run 360 m in 60 seconds.
Speed =s/t
=360 m/60 seconds
=6 m/1 second
So your speed is 6 meters per second (6 m/s).
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)
CONSTANT SPEED
When the speed does not change it is constant.
For constant speed, the speed at any instant will remain same.
![](data:image/png;base64,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)
VELOCITY
Velocity is speed with a direction.
It is actually a vector as it has magnitude(Value) and direction.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT0AAACJCAYAAABet+9KAAAgAElEQVR4Ae2dB3hUVdPHgyIgvXekCSK8iArYULH7WhEUrIAIYlcQX8SCFawoUkOvoUrvvUnvpBdILyQhPSE9v++ZPbtmd7MJCV9IdjfnPg/szb3nnvI/e/87Z2bOjAv60AhoBDQC1xCB9FCIWg5Bv0H0KsjNvIaNFaNql2KU0UU0AhoBjUCJEci6BBkRcGkbRLlBekiJq7gmD2jSuyaw6ko1AhUUgTzIiITYzRD0O8TvgdwMINd+8NCkZz9zoXuiEXBoBLISICsWwmdB+BxI87XP4WjSs8950b3SCDgMAjkpELMRQiaD6O8ywuy765r07Ht+dO80AnaLQF4OJJ+G4D8gzBVSfSAvy267+2/HNOn9C4U+0QhoBIqDQFYcXNoK8fvVEjbFwzHIzjQ2TXomJPSnRkAjUCQCIsXF7YYgkexmQIpnkcXt9qYmPbudGt0xjYB9ICDW18RjkB6kdHeJJ+zLGltSlDTplRQxXV4jUEEQyE2HhEMQ8heEToOMKOcYuCY955hHPQqNQKkhkJ0Il4Mg6SSEzYLEI0Zfu1JroXwr0qRXvvjr1jUCdoNAbhYkHoLgCXDxb8hOspuulWpHNOmVKpy6Mo2AAyKQC7KUjV4NQT9D4lHISXPAcRSzy5r0igmULqYRcDYEci6rJWzodLWEzYwE2S/r7IcmPWefYT0+jYANBGR/rOjrgv+E+H0gBFhRDk16FWWm9Tg1AkDyGYhZr3ZPJBx07mVsYROuSa8wZPR1jYATIJCVl0lmVgaxZ9MImZFj2DIWt9OxdlCU9jRo0ittRHV9GoFyQiAvL4/k5GRCw0LYf2QPy5esYNH4NbzfdxR/vj2XpK15ZMWXU+fsqFlNenY0GborGoGSIJCamsr58+fZt28fixYtYsTIETz59BN06tCJR9o+z0+9FzLv6d1snLifizFO4llcEoAKKatJrxBg9GWNgL0hEBQUxO7du5k2bRojR46kT58+dOvWjarVquLi4mL417J6ezrU6cqkx1bz8V0/MuOPOcgSVx/5CGjSy8dCn2kE7AKB7OxsYmNj2bt3L66urrzzzjs89NBDdO7cmUaNGv1LcCaiq+RyHbc3vZdfH1/M3Od30LZWJxrWbMIPP31PRk66XYzJnjqhSc+eZkP3pcIhkJSURHBwMEePHmXWrFmMGDGC3r1706xZM2rXrk3lypULkJyJ7K6rdD11qzWgf+dhrHr5FKN7TaBx1ZY0qF+fWXNnkEdehcOzOAPWpFcclHQZjUApIBAXF4ePjw/bt283EJwsUZ955hlatWpVKLGZCM76s1vTe/jjyaW8dcdntK/XmXb1OhnqqFO/NkuXLimF3jpvFZr0nHdu9cjsBIHLly+zbt06+vXrR+vWrUtMcOaEd2Pl6oy5/w/WvHKGcY/M5pYGXf+tr3GTxqxfv77oUWelQm520WWc/K4mPSefYD288kcgKysLPz8/du3aZTBCPPXUU9SvX59KlSr9S1jmxGZ9XsmlErc0uI3/9fodkfBe7foe3Zs9YPFsz549+eeff6482JQgCFxz5XJOXEKTnhNPrh6afSIgkp9YYsVI0bdvXzp06MCNN95oQWIm4mtSsyVfPziFVQNO8k3v6TSp2aJAuR49enDu3LniDTY7BQKWQLyDhj0u3iiLLKVJr0h49E2NwLVHQIwZbm5udOqk9HJCeO3rd+bhts/zXMfX+erByXRp1L0A2Um57t274+7uXrJOxnuAvxtILKkKeGjSq4CTrodsXwgcOXqEj0Z8SPsO7bmpzs2MuGe8QbKTzxo31LRJdkJ44qcXEBBQ8sHkZEDAMog9VfJnneAJTXpOMIl6CI6HgGwZO336NAOHvEHjJo2o5VKfBlWaMv7hefzyyCLuafkIVa7Pdzo2LXdNn/379ychIeHqBx7nDueXQrYTB84rBB1NeoUAoy9rBK4VAt7e3owcOYJadWrRpFpL3rvjG9a+fJb7mj1Bjetq06h+40KlOyG9AQMGEB9fCpto/eaDkF8FOzTpVbAJ18MtPwQ8PDz4/IvR1GtUx0BqnevfybzndjL1yXXcWqsHbdq2YeRnI3j51QGFkt6nn35aOoQnMCQHg+/cCqfb06RXfu+AbrmCIHDhwnk+H/M5N3doz3UuNzDstjF8ef8k7mx0P3c1eYhWzW9ixGcfc+bMGXJzc7nvvvtskt7o0aMR95dSPWSJG3umVKu098o06dn7DOn+OSwCoaGhfDn2C1q2Vm4mT9zUnxUvHeX3h5dxT9PHaNCgPsM/HIa7Z767iWxHq1KligXpiT/f559/XvqEJ8imRoD3DMjLcVicS9pxTXolRUyX1whcAQEJ9zT+5/HUa1qHulUb8vIt7/Fku/70bvkM9zR6grat2jHorTfw8PQoUNOoUaMsCK9mzZpMnDixQLlSu5CXC8EbIOpAqVVp7xVp0rP3GdL9cxgEAgMDGffTONre3JobXKrRt8MQ5j63gznP7qBHg4epXacWA998nQMHbRNMeno6d9xxx7+kV6dOHebNm3ftx2/Q7c2HLCfN+WiFoCY9K0D0nxqBkiIQExPDuJ9+pHPXzlRxuZGeTR6mZ/PefHXfZJ5rO5CGdRozeOhA9u/fX2TVEgy0bt26BtKTzzIhPOmRSdqL2Ftk/5zlpiY9Z5lJPY4yR0Bi3v32x6/cfEt7at1Q10Bwbn3/YdyD86hXuTEN6zWi78t9OHBoPzk5V9aZffXVVwbCa9OmDRs3bizb8aSGgf9CSHf+HJCa9Mr2q6VbcwIEwsPDmTZ9Kq07tqJmldrUvb4Rr3Z5n79fPELvJs/Tskkr+g/oz979ew3W2OIMOSMjg7vvvtsQR+/AAdvL3+LU8/8qE7weIouWRv9f9dvJw5r07GQidDfsH4FLcZdwneHKXXffZZDI/tt2ADOe2czA2z6hZqW6NK/bihdefJ5NWzaVeDASekpIT6Ill9uRGQ8+syEzsdy6UBYNa9IrC5R1Gw6NQFpaGtNcp9Hznh4GsqtVqR7jHp7L/Of20O/mYbSo05oX+vVh05aNSKj3kh6yJU30eQcPHizpo6VfPnwnhO0o/XrtqEZNenY0Gbor9oVAYmKiIfpJj7u7U6NaLe5r8l9+e9SNrg3uomOt22ndsD0PPNqLdZvWIpnJnOLIEGlvDqTHOsVwbA1Ck54tVPS1Co2AhHVfvmIZd/VS4ZxaVb+ZCY8tZWm/wwzo8C41qtTkwUfuZ8lyN7JzSi7Z2T24kfsguIwNKWUIiia9MgRbN2XfCIifnNsSN3o/+qBhGftAi6d5/T8f0qvlEwy/7SvqV21suLdkiRuZmU6cVlGkPf9FIBZdJzw06TnhpOohlQwB0cMtW7GM+x+6j+uur8Sd9R9g8n9Xs7jPAfq0e9NAgLff1Y1FSxYSFx9XssodtXTMMQjbJk58jjqCQvutSa9QaPQNZ0dA9HAbN20w6OVq1qhF2+q30q7Orfz40BwGdfqUVnXbcnv321m4qAKRnQQYvRwFMSfh2OeQfN7pvgaa9JxuSvWAroSARCrZvGUzffo+T9XKN9Kt4b18c78ry188Qo9GvZHk2T3u6s5fUyaSkppypeoc877swsiIg0RfEB1e4Go49yfsfwuW3wIzK8G25yGk5O439g6IJj17nyHdv1JFYNPmTfR7qS/XVb6OG11q0r3pA8x/fg8je/5C06o3cWfPO5g0+S9kt4VTH9mpcOgTWHozzKkGri7q3xQXmOYCewdBchAEuEFKiFNBoUnPqaZTD8YWAuIHt2fvbvq++AIN6zeiWeW2THhsGd8/OItGN7SgXd1OdOzcgb+mTSQs3DmV97Zw4eJh2P82zKmuCE/Ibm4tOD0esi+rRy6dhgsrbD7uqBc16TnqzOl+XxEBWcYeOnSIvgP6IBFLJNT6q7d+wKr+pxjd80/a1O5Ix1s78vvEX4mJib5ifU5VIOYEHB4Ba3rC391gugssaAA+syyHKXH2JOaeEyUI16RnOcX6LydBQHY4DBk6hEo3uNCxbjfG9prOk+1fomfjh2hXozO33d6VcT//6PzLWOv5vHgQ9g2DpW1h50sQvAn2DIIFjZzaN88cBk165mjoc4dHYN/+fQwaMpAba1ajdqUGjL53AstePMoX906ibY1Ohogo34/7jqDgIIcfa4kGELkXdr+hyG7HSxC6RT0u+2y3PQcRe0pUnSMX1qTnyLOn+25AQHR2p06d4rWBr9KocUPquDTmufZv0KNZbwZ1HkmXhj1o1rIpP/z0PRcuXKg4qMmSVMhs5yuwrAPsehkkZp55aHgxaKSGVxxMAE16FWq6nW+w7u7uDBn+JjfWrkbTaq159/axrOx/gjF3/0V1l9q0vKklo8aMJDAo0PkGX9iIxAghjsXb+ij3k12vQNRBp9LLFTb04lzXpFcclHQZu0PgxMkTfPTJh1SpVZl2tTtzc50uDL1jNL89vIROtbrTrl07Ro/+H37+fnbX92vWobxsle9iy9Ow7GY48DYGC+01a9AxK9ak55jzVmF77e7hzohPP6FFyxbUq9SEj3v8wKqXTtHn5kFc53I9DRrW5+NPP+T0mdMVByNZrgYsg61PKZ3dwQ8h+njFGX8JR6pJr4SA6eLlg4Dkjv34049oeVMLKrtUoWm1Vkx5ai1/PrqSrvXvpmXTm/jo4w855362fDpYHq2KPk7IbvMTahl76GOIy08nWR5dcoQ2Nek5wixV4D6K4eH777+nWfOmNKneksFdPjWQXY8mvQ3W2dYt2/L6m69y+uxpxKBRIQ7JY+G3CNbfDyu7wpH/QaJ/hRh6aQxSk15poOjgddgjVfj5+fHDuO9pelMjg1Pxfc2fYEnfg0x8fKUhnWLDBo0YMmwwBw/94+Dol6D7mQkqnPvae2BlFzj+JSRXIANNCaAqqqgmvaLQcfJ7SYchfC6ELIRLAfYRRCg0NJTvvvuOTp07GcjurdtG8373bxDJrnfL55Dk12++PeiK6RSdaurEl85jEqztBStuhVM/QFIFcr0p5cnUpFfKgDpEdXmQuBt83wWPV8DjDfD6FuIiy6/3kZGRiNNwi7bNDWT3cIsXWPjCXuY8vYMHmz9L1epVePG1vhw5dqRY6RTLbySl2LKEbD87AVZ3V1vFTv+iggCUYhMVsSpNehVk1jOjINEPJPtqhh/4fwKew8BvHPiNAq8hcP5vyCrjta5Idn9O/INmrRvT4MYmPNT8Oe5t8Rgf9PiOx1u8RIsmrejX/wXDHtrc3NyKMVspwYrs/r4NVveAcxPgckzFGHsZjFKTXhmAXN5N5MRD6HjweBeizkPsEvB8A/znQ0oCxG0G7yHgPRoulVFEpYsXL/LXpIncdsdthhBPL3YcxpxndzD9qQ3cXKsrlatez4sD+rJ5q/PFcyv0+yAhnE7/pPR1a+4B94mQkVBocX3j6hDQpHd1uDnUU9nREPIDeL4DftPg/Ejw+gLiL6phZEdB4Bh1P/jotR1aUlISf/71hyFunYtLJRpVbUGvVo8z55ntPH7Ti9SoUoMXB/Rj2/Zt5Eqgy4pwiDX2xNdqCStRT7xnglzTxzVBQJPeNYHVzirNg7hVSprz+Qi83wR/N8gwLWVzIGYeeAyCAMn1fA26L+kUZ86eYZDs6ldvRK8m/2X2s9v4sfccqrnUpHn9VvR+/AGDZCd5ZivUkeADEgRAEm2n28kyNicNUuPBCX93NOnZ8duVmwqJ5yAxSOnirtRVEYzkncmwwVqX3SHgU/B+R5Ff8E4wT14ohg3DEvcruFSKCe5jYmJYtHgR/7nzVmpWrU3NSnX55K5xLOqznz5t3qRxnaY8+vgjrFr791Ulyr4SJg5xXyYuN8t+uirb2U6PBNdu4K1zZNjPxFSAnlxaBV6vgNdPkGQMZFvYsFPOQfh88PsRAlwh+pwVUcoe9N+UwcLzY7h4wtJFJSsYLnwJHsMhZJclIRbWZlHXU9NSDQl1HnrkIYM1tnfLZ5n21HqebNefNjVuoU6Vejz65CMsWeZWccmuKADL8152LGx/ACa6wJ4dll+U8uxXKbWtJb1SAvJaVBPlCp6vgu9kSLYhvUmbeZkQsxZ8PzK6ngwFz4Hg+QmEn7BcnUS7gfdQ8BgFcR5WPc6ByOng9Tp4/wIJV6k/l3ywc+bN5v7evahUqRINKjfj98eWsKzvYd7o/AkNqjXh/t734bbMDdHvVcgjPRKOvA8bh8L5IvJPZGdY/XKVEVqXg2B9Z5jsAvt2a9IrI9h1M0DWRYg+AknRhX/vEraB99vgNRz8voULf0DAGPB+C7z+BzFmvneph8DvQ/D4GGJtbFFNOw3+H4HnWxC8p2TSXnJyMqtWreKu+3pQt0Y97qz/IB/2/J4OdbvyXJtBtK7fntt7dGPh4gXEJ8RX7PmN2aDCs//sApv+tj258Qdg3R2wdixcQcovdTBT/WFVW5AkQcevsWWr1Dt/5Qq1pHdljOy2RHYkXBit/O0uSNKqVDBk9guEwK/B8024sCyfvPJiVHmPNyF0nw0hIgfC/wKvweAzEVKTrzz0lJQU1q1bxwOP9DIsY7vWv4c/H1/Jkn6HeKXjB4bIJ5JhbIrrZFJSilHhlZt0/BKXQ+DAYFj7HPgG2B7PhfEqK5lrI/AvRSWr7dYsr6YGwOr2ivTOnrG85wR/adJzkEk0GVrNuxu/3mh8+AUSrfgkcbvx3li4ZLaKDP1Z+egFrIIM88qM52lnwXcIeIyEuCJWXrK5f82a1Tz17H8NZHdHw/vp1vheXuvyAW92GUWdyvW5676euLq6EhcXZ6MlfalIBMIWwNzrwbUenI0qsmip30w7D6tvVqTnhCG6NOmV+jemeBVmXoTYo5Bmi3nMqsjNgEtrIGgRpFj94IsOTpyMJUOftcovJwZCvgGPDyDyVH6FcevA6y3w/rVgfVJKdIQXl0PwFshIz3/O/Gzj5g088czjVK9RnZtrdGXcw/NY3u8YvZs/ZyDADl3a4TpzOlFRZfyymnfSUc8lUoz8wkVuhUVVYXpdOBumoh5npkGO7KkxO+LOQ3QhmdyyE8FnBwQXkdZSLLWXLkDQKQj2grQ8SAuFNa1hSkvwLSSgQeRh2Pc+bHkKtj4N2z6CY1shydwnwKyfdnSqSa+cJiPWDTyGQeBaG8tMsz6JXs//PXAfCOHeZuqfLGWNdR8GYTvNHjA7vTgdPN6C0K35z2UFKr2e1zAIP2Np6DA9avCgMP1h/MzIyGDP3j08+dzj1KtTn+ZV23Jznf8w7en1vHfbN9xU+2Zuv+12pkydQuzVbuvIzAA78twwDF38fy5n5usILHDJhfANsHsuRKWqO3lZEHMMPJeD+xaIteF3JwCnBUNSXP7EyAZB76mw4mlY+QIsuxdmXw8zq8Kie1Vw0MWtYdlD4Gf0Kk89A3+3gQUPQ3CKRc8Mf/hPgpm1YflrYPWDiZBd4EpYfbfKdTvzBphZHZY8Att/h6U3wLT/wHmr/Bl5GXDqM5Ur908XkH9/ucAEF5h8AywdCpH27WepSa/gV6VMrsQsVpZZ77EQbxTTMiIh6RxcNtPz5yZByM/GvbEb4N/tp5lG0hsKodvM3h2z3scsVc+JJGjiktx0iJwMnoPAdwFkFeOHed++vQwePJjrb7ierg3uMjgUL+izh7Y1b8XF5Tpu69aVH8Z/f/VkJ33OioQ9w2H7NEgzSjMSJDNkK5xfD5fMQInzVRuFfZdB8NlCCMkciHMQsBK8FoL3Yjh/ABJMiJiVM52mRUDgcjj6I6wfBCsHwY6fIMDd6hcqAdY3hwlVQEJcZSXBsQ9ghovSx0ny7DlPQKDV8j7xBCxvDHNehViTOJ0O2++Fn1zgDxeY5KLqmeUCU43XfpfPWnDcGDsvdCnMcYEpbcHThlR96hVlgV3UC8y3FwoxnxsLM42kNbMdLOsBbreoJa20J2Nw7QWhRoI1YJMD7qOVEWZKbVj7NhyaB8dnwu53YGV7mFQJtq41IWmXn5r0ymlaUo6C/wfgORLC9kHCQTj/Nbi/BgHLzZareZCwQRklfH+ByyZLXh5ETATP1+D8YjC9OubDiZ4LHkMgRMjS7EbaMWXtvbAZsq1WS2bFDJKdZBi7sXo1w7L16favsm7AOcbc+xcNKzc3hH/6+defCQktQvlnXmFR5+Er1As8rQlI1CRR9u8ZoF54kSYWvgLhIeAzFdw6KulCJIwpN8HhbVZkZGwoM1ZJJQta5pcX37PJN8LSAeB1uuBzkhpR4tUJ6UjZSTcoIpC2praF7WMh3MQgGbClrSq78SvYN9JICC4w7y6YXV3dW/ur2YQCUUsUqUztAoER+aiEb4Ij38KRsbB9AMytDq7Xw5p34MxPal/uuTWQbJxNsTYJcc26HfxtSHqnX1P4uT0E5rvawlYqKXJqS9gzEQIDICEJYkPAYwosrK/G4dof4szqjT8Ei6vC5FqwY43lmGQU+/sryW/11Pwx2eGZJr3ympQsCBVn4eHgOxp83gXPweD1MYTusnwX086A7zDwGgnRZj+8l1aoLWVe4wv61eWlQMg4FWQg4oTlIEVPKLpqWU3aOo4cPcLAwQNp1rQ5Da9rzncPzOS97l/TpV4POje40xCyXRJlnz9fit76/uMUEcy/FXxCYOcTSkqZLi+1UXJafLd6ycV/bHZdtfQTaWrW/RBk5VgoG473vqhIR8rLEnDXb7D9PZhfW9W98EswrkoNOISsgoV1FNm5DQaPjRB2HMKPwLnxML+KksJ2m+WI3XWrIojZNWB6JZhxGxzfBDHhcHwUuLrA/N4QYWaKurhSjWn67RBkQ0KTzqSHwLpO8Nd1sN9qAk2TdvYd1fb8eyHUdNHs8/TrBUlP9HxbboWJVWH3MstfQ9Oj/r+qeqf3g0tmFrKTbys8l34A5ivYyH2w9Tk1f1OawZGTpprs8lOTXjlMS1YcJHtA4Hjwfte4NWwEnJ8BMRcgx2rJmSWrra9UQICQg/kdzgwA/xHgORSC1kG68TmD8eNv5Ygsy+c4a31OfhX/nknYphMnjvP64FepXutGrnOpzPBuX7FmwGn+d9cEWte8heatmjH6q88ICrkGibIvzIDZIiG1go0fqZd1Ti84ugn291MvoRDc1Hqw+QeIiQDfX2HOdTCxKZwwSwQk+V5PDFXENqUh7FkMyUnqlyQ9Cbb/V0lv66fmm7DTvGFNR6OkIuZwK9NQTgSsuwUmXgd7zJSoOzupvgm5TWsIhw78iylxO2GBWGC7gJ+ZCf3iMkXe0+83kxrzH1NnUbD5dkXAu7Zb31R/nxmkcFrcG2yoDrFFeqkHFc4zHoPQQn714rcrqduc9PKSYMfdqj/HfMTkBTHHYdcQJTXKknx2F/hnQ74uxXavy/2qJr0yngLRPQd8Bd7DFdn5vAfe70HQ1oKrhX+7JhbV2eAxEAKmWy5lI12V3s77fbXMjZFoyLPB5x3wHAKBW66s8jp67Cjvf/gelaq60LJGO97u9gWPtHmeF28ZSrvqXWjfoT2jRn96bXPHRm2GxbWNEoYLTL8VPIw+bJ5jFEnN7ATH/zFTYMbC6gbw5w2wb3X+9ejNMEeWpTfAVjdLALLjYHNXRYi7l+SL1N7fqDbmPAkRNvR9yWdhVUuYXA2OmBGsifREIv37d8vJER2GWzU1Fm8zVgp3VWTl+grEm4ua/844EA/b71GS5bZ15jfyz71/NkrH90ComSRpKmGL9MLmKoyXDwMr4dj0GOIYvVhI3Gx5m34e1t0Krs3gxDY4+AHMqqRI0LUjbP4SQs30rv9WZn8nmvTKeE6iZhqXscPA93vw+x+IJTXskO2Vhql7CTvAezB4fwmxZl9Wse4GiaFDdmC8peqWHRVeQyFgPqQW8mMu9Z48dYJ3P3iHBo3rU6dSIz7q8QPL+h1mXO+5tKzenvpN6jHysxG4u5dBhq2EY7CilSKD6Y3h4IF8Qgr4QS2rFn2dL5mZgNn/qLq3aZzxVyMXzoxQ1+a9BLFWSsvMaNh4i7p/cJWqJS8VDjynpLx1i001W37G7AI3WcLWgTPB+fdMpDf1loKb85MPg1t1mNIO3M1cP8ImK4Kd8XIRpJcCux8AMV5sWpjfnvmZ/wy1TJ7bE4JskZ4NnZ7vH8rIsu4TyyWqeb3x+xXpTX0Qwo1kLUuTVbfA9EYgS3nRcU5vB9u+gwt2kmvAfAxFnGvSKwKc/++t3MuQFgaXzkFCJOTkQcZ5CF0LMe4qGG74NPAaCOfXFXyfzduXgACBX4DH2xCyw5IgZbkcsQD8RoLvJ+AnuvbdkG61QjPVJ0l3hr8/jJatWtCsShvubfY4vVo+wZh7JnJHo/tp2KABIz/7BE9PT9Mj1/4zIwDWdoCJlWDTTMslUuhERVILPoNUq5fb4wdFlMvfB8MKMgW2P6wkufWulvXIKLISYHtvS9LLCoHN3dUzB/bbHmvwLLUsnC2GFpNCKxU2GZ143d6GOKu+JR9SpDfpJjjjm1/vv6T3KiSY6sq/rc5yYN/jStLbUIhhIGIdzBc9YlfwN9O9mao6/YbCRgwZJgNy8BylZ1w2tKAbi+k5saq5iSqhC5w3+vilecGaToqsZ7WAbX9CaEBBfA115EK2lY7GVLcdfGrSuwaTIK5MsRvVMlZIyPtD8JYAAN6qMfNXI2612jnh4wrpJstsIX2KFIJ8TQUCTbESYCTfc3YSZMaDeHqYt2GqztfX1yC5NWzckJY12vNOt69Z1f8kH935A5VcrqdVi1YMGT6Ys+WROzbzPKxtDxOrwT9my0fpfPgC9aLOfB0SrezUYQvVEm9Of4iWUSfDlnsUgW2ZX1BnkJsGB/opSWX/cgVNmg+sNu41/eewCS7LT++vFIHM7QThpuWvuKy0UXVt/a1gW7K8XSJSUSs4LXow4xE+R9U14wWINdP1me6bPg8+o5aPq8cWrFvKpJ1Q9U9pDx5mVmDT8z7jFW7ismLABkjcqch72p3ga7Yx2/SMfMbthQVCeq3Azyih5sXDtkNwiDEAABU3SURBVHtVfzbNLfwXOu8yHBwCyz+CGBNO5pWX/7kmvVKeA3GBip6v9q8arLEjweczZUUN9yhIRhknwVcCBoyBxEK+g6YupuwD33fAYwzEma2WTPcL+xSJ7auxX1K7YQ1qV65Pixvb8uX9k5jy5Ho61OhG02ZNGfb2UI6V5+byxJOwvAmI/9cxL8uhXFwLc8VvrDuEmNxFjEUSNqkl3uReECI6pXTYel/hpCdOwKc+UJLeltlqCZ1zEbb1Ute2b7RsW/6SePvb7lPktuBliDM5ACXChpsUEexdVvC5XD9Y3hAm1IDDZhbfiyuubL2V2o71VX1a+VkhS9EwWN0I/qgNR2xYeH0mGX8QekCQyfcxGjYZl/dLB0OwFZ4pAbC7j1oCi57yxLH8cfn+pvSBM26BfYsgLDQ/GEKihN/eDP8MNfoo3gfBNqTP/NrK7UyTXilDn3oSfIaC16cQtgESfSDFDxI8INPGclNCtQeMAK+3IfSU5bJV9n0nBOUTpRjQAv8H7iPhUjFyO18IPM9XY7+iQ8cO3OBSjSG3fcbc53fyWOt+1LuhMU0aNGPYu0M5eMjMJFzKeBS7OhPpTa0DJ8yWglJB/DFYVhum1QAPKzeZlEMwX/zpbgIvkaZy4WB/RXorxtuWSIImGMnkV6PhIRuOvq50ektHWbqxiMx8arSSmMR6vHAAxNsgvT1LbQw1FtYaSXH7lHyDiuzzEzec6XcU7rIitR17SY1j6fMGu0bBBjJh+92qzJIn4NAUODYDjvwMB9+FVV0VSc27O5/0pJLIjTC/hsJg/gOw/xs4Oh0OjYHVxpBSQngy3p3r8r+U4il/0GgxFp3e7Dtg3YuwvT+s6KnKi0/l9DZwcKOlUadg58vtiia90oQ+FyJkt4NYTTcVou6wak9WW4bIJm+C3xzINL5PhrwV34L3OEgw+8FM84VLvpBdxMohPCKcL8d+Qbv2bbnepTK31O7G8hePMOGRZdzT5DGaNWjJoCEDOXr8iFVvyvFPIb1ljWF6A/Awc0aULl0OhI23qZf7sFWfxar4dxWYXBkObVYDCPpVvdCi6/IKzP/VMNQVCXtfUsvLmU9CpBHcyA0wvxZMrgKbp0B0JMT7w6EPwLUKzHsQ5tSDBS9Bgon00mCjkdR2LbRsx9CTXNjZRenB/v4wX4cWsxnmiZN0LfAqJMqKPP/PU0qKXGKmk1MjzP8/ZAHMqaLKmbaEyadsC5PQUEJeMzqDj5n1S4j8/Hxwa6EwlbLiciKfQmZuD8Cqp2CaWL/X5JOetCo6lHO/w5KOirgNbkQihcvuk+aw/nsICcgn+Pye2s2ZJr3SnIp4CBxlXH4WscfbusnkPcYgAB9BxBnISoe4DUbHY8lQVgxPAIl6EhQUxM8//0yzm5pQr1pDBncZxfhH5tOmVkc61bqT5k1a0rd/Hw4cPGB/uWMTjsOyRjClTv42KxNQ4mi88yFFZFtWm66qzyyjrkkckMUAInyU4gHLm6sXeO4DcHAJhOyFM9NhhXFpJ+WFEHab7eHzmqB2UQhpzKikfOlkV4bbIDjoCotqwsLPLV/o7bcYrb6f2ZZsjhn9BRe/lr8rIlmMAh1hziMQXEiwABnd8deV9Xbld7brNiCQBwHzYO29sKQdLGoHK+6A9R/BYVdY0hbmPQbBNpw1k7zhn29gdU9Y0x1WP6N8GuMkP0YInFwGEeZbOcyglyxtUSfBXxIo74bAU5AiCmWzMnZ6qkmvhBMjqvLMbBs/6nLdUwUH8P4Dkq307UU1kx0PwT+prWY+X8CFmeAneWmHwIX1xZMYd+zaQct2KlH2A82fZt7zu5jx9GYebPYsNWrU4KVXXmTb9q1FdaN876X7wKpmStrYuc2qLymw/zklzayZaQm+WI0Ov64IbvEX+UvTsLWwRKzBRunFtK1salPY8gFs7aMkoTnDLfVlQRtgz+uw5lFY9Qzs/hYu5kDI70o/tvjbfFca6aX3TzDvPji0yvYLH7ECZneA9RPy+ybPxfpASLilFGU1apLc4fB48JN9ecU44sMhKtySIENOQtAFS8yKUZUzF9GkV8zZlWAA0ashdCYEToHQ1ZBiZXhL+Qd8JIH2LMvvd3GaSDkOfh+rqMVebxr97BYW7WdnXu/2DbsYeMfHPNLqBR5r048+7QZTvWoNXnjpebbvKMSj37yCcj/PgqPvwczulu4dhn5lwZH+SupZPaPgCxw0H1w7wJYlllZOiYnvMRUOjIYdI+HIBDh/QpGTbMc6/RucKEQPcVmkHTMTud83akm85FdL0stJh4tRlkRjgWUqhLpDwhVM8xbP6D+uJQKa9IqBruwmCvhc5Z5wf0NJZLKR/8ImyDXzDYnfpByIJYl2UV/xfyOlmLedCynuEDwRAv6CyOO2s5qZPyLn4qqS8A+IO8uGYaf5T727uO6GSoZIxpu3bcah0ilmJkJ8hG2JKWoLrH4Tzhr9fsyBkNAxlwLhciGKTpmjQm6ZV1Pk+Yk3ldS4wa0g6Rb5oL5pbwho0itqRvIgfgt4DwPPtyHgFwhdDKHzwOdt8PkTss2WsYk7wGcI+M+1XDGZN5ERCMELIS7U9rsjYc5k6+iVDnnPU30gLUBtO8v0gJNHTvHCiy+w8u+VSIIepztyTAaEMh5Z0hlY3loZS6wNKWXcFd3c/x8BTXpFYJjhBX7vgaRMDN2hYklKcUMo9sHgN8/S8TzjrCrvPcG2Ti8nEULGq4CgYQeKVucU1i0JJpB0HMJcIXQySARmm57IhVWgr9tGQJapEhkl0WrfXrQ7bO2trJyzn80PFmq7Fn3VARDQpGecpIxkyLBaAskmf0NyHTMddbo3+IuR4X2I9LTkG3FavyDW2/cg7KiV6icRImeC1xsqj21iMSyy5t8fCeOenQCyLTJkEsTvhRwzVxbzsvq8pAjkgOf3MLcrrHgItr4AW/vC1mdh0U3KSDK1DRy9wgbpkjary5cLAk5HerIL5tJ2FQIt00wPXRi6uakQ/Tf4fwEB0yDJFPRC9M/fg8cnEG10pcoVSe1blV/2/CpIt7HailkIYojw/gyC10PMWYjaBoE/ql0asvPior8lWRbWN7lukOxOQchfECs69xjlKlXUM/peSRHIA/cx4Co5KYzWXvFXE7eWWTVh8ZNw4qDlr1hJm9Dl7QYBhyY9MSJY807KfpUH1mMExNoKrGgGfU4ChE9VoZkkfLrnOxBkTOieFwFBX4DX15CQAUKmkTNUmHW/mZBqtU/cxK/iUhb8A3i+rlIzSsgniaLi8aqqK8rGVjSzLlmcCiGL837gL3BJAosWZR2xeFK2Tl0GSTLjLEfsaTg9HlJL4ABZkrGLRSjOG7w2wpHlcGQpnN4JEcHKR6kkdemydo2Aw5JeRjCEuUG01Y6lpF1GgvkJksyd0K2nIQei54HXIPD+FgJ+A5+3QLYXymb+rPNwfhT4jIPEXJDAACLB+fwEieb+mjmQeFAF8bxsjKydKe5SSyHge/AZA36/QMhyiA8pnoSXfA4iF8HlC5B0EiSKSomPRD+IPoohAUyJH7ajB2JPwsGPYElr2PwUpFzhl8yOuq67Yp8IOCzpSVpEj5fBb4bl9koJk558ElKjChJMXgJEzISIAxB/BvzfVRv9YyIh1RcCPgSPUSpenUh6F8aAzzcgaRMMBo2PINKKZGXJG/Q5nHtPpRgwn+b0i8qxXRL9mCRB8/vW5xLCXQKAytbQ2K2QbZaewLrsFf/OSgHvGZBSCvkrrtjYNSggZLfvLVjWXqUZDJLtUE5okb4G0Okqi0bAYUkvab+KTiJSWpxJD1f0WMkNNEY0+Qx8vwFZeoafM5JjHkRNB//JxtSdyRAierh3wEcS+AwHCdVu7U1yaaMxNNRkSLsaksqFVG9IPKz89OL3XaVkZ2vs0cch0Bgo09Z9e7smqRElfeLeQbC8E2x7XuWvzC7Jut7eBqX7Y28IOCzpSdxHkcTE0HDRRqxL0WZlpFrq/PLSIGis0vlJVBPZOZFhJoKJf1yW2d/i8Os9BLw+gOAdltKaWE5j14LPcPD4EKJ8C0qWV5rsNH+1jJX98Ze2XQNBRgbkOw+Sr0FOiysNrqT3ow7C7tdhWTvY0Q/Cd4KQoD40AqWMgMOSnnjYh/2u8kYErbVyuM+C+B3gNwlizWPU5UH0ImMiHolAfKZooko9DL7vqSxkEiYqOVzp0ePEbeRPpeMTSTBEUp6WYGKE7Azb2tZC1Aqjr10Jni9R0TjJ+epWokfKtLCQ267XYEkb2P0ahO8q0+Z1YxUPAcclPdmzvRy8B4LvNEgxW3dK3LnQ8XDuDQjaYjmpl8+ppDle70PUldRdGRA+yZh/Yhj4jAW/r9X+WA/JV/EZhB8ruOS1bNH4Vx5cDoCI+RD8h9pJUSYqKnG6Pb8M4q0Cc9rsZBldFAlOyG5nf6Wz2zMQIgsJ015GXdLNVBwEHJr0Ms6B3/vKrzTBPARbrope7PEG+P9luSUs55JaFosbSejZoiU9+RpkX4LwWcYEPmL4+Bj8xkDQEkiItlw+2/za5Cm/ulRPCP4dLv4NkptGPCTK7Lh0VhGf7HErz0MIOHQ7bHsWlnWCPW9A9DG9jC3POamAbTs06YnAEDxWhWKPPG1JYEkSWl0SZH8Nl8xcPuS9j3FTWcMClkBWMdVGaREQfQBi3ZXBojgecJeDIXIxRC2HjAjIsorMXWbfNxEpA5aBLHXL45D2xfq69SlY1gEODIfYU+XRE92mRgCHIz3ZjpVwCC6ugcg1cEFyyA6CC5st9WrZYRD0pTIyRBy3nGnJ1+I9FLy/gHgbsRUtS1/dX/F7IOgX5VwsgX/L/ZDlrRBfjtXe0mvZMfmFubAStjwDS9vBwfchxkYuh2vZB123RsAKAYcivYwwCP1LJcp2fxXcX1e5JSTiie9MSDd/n0VtNAE8XlMrO/Nb2ZIr9jvwGA5hVom3rPAp0Z8iyUWJ+mwfiM9dml+JHr/GhSXC7hKIc7/G7chukHQIWAobH1WS3aERIEtsfWgE7AABhyG9LJHcZC/s6+A9CgJ/h6A/4fxYFebJ+3OIM7fUiqFjpQq57v07JFltzpc9sh6Sb3aOpXPz1cyJ7I+N3QLiehIxF9KvZCC5mkZK45nkQPBbULzYVVfTXkYc+C+GDQ/Bii5weBTIzhB9aATsCAGHID2JHRc5XRGeJGiP9c83IMiWr8Cxav9s8PH864Jxph/4SzTiD+Giu6XOT/IwSzpFb9H5XeUSN0MiER1SzsXRq9SuDjuaWxtdyYPA1RBjtd63UbJEl4TsfGarPA0ru8DxryAluERV6MIagbJCwCFIL+0c+A4H7x8hycwoYQIpfq0xEIBIbWYGSkmfEDwOPMWKuxLMo67kXlKOyu7DIbKQ/M6m+q0/xfoavRaCflfLWYk87jBHShD4zYdsq4gJVzOAjHjwnArr7gMhu1M/QJJVisarqVc/oxG4hgg4BOklblBSXvA/ltKaCZe000pq8xoFMVYW0kQJ4S55aOV9tLoXvQC8Pi8YtMBUr/WnZL/LjIS4PcqNRZyMHS6Ap/jKBG+AqAPWwyv+30J25/6ANT1g5X/g9E+Oseuj+CPUJZ0YAfsnvQy4OEe5mESct80xEiIq9BfwGArBey3LyHY1f9k7+5bKz2LuaiI5Z9OTLJfEtuY6Mwbidimn4tjNkCtRm8wkSlvP2PU12ZbmvwgkjV9hR7w3ROy3HKgELzg3AVbdoQjv7G+QFlVYDfq6RsAuEbB70jPEsZtlJD2rvM3miBpCPw1WoaGSzYJxiD4wYiKcGwYRXpaEaP68rfOcNMhJUrsoQl0hWQyQ5qxp6yFHuSZ+c7Lf1dZxOVotWU98p+6Kfu7Mz2oJu+YeRXzp5vG1bFWir2kE7BMBuyc9MuHiXEV6Re2gSJCkPG+B5ycQccqSm7JCVSipzGJukM1JBZHoQqdDejCIq4zT7X1PjwbfOSAZyMwPIbzt/VROWNkLK3q6VbfDmrvAawZosjNHS587IAL2T3p5kCCGioHKzczW7q3cJAiTAAASEUUS9ky3TFla3HkRdZdkGAv+E0ImKslOJEWnPUI2QOS+/OGJrm7HSzDNBVwlVHoVWNMT/JeAkKE+NAJOgID9kx6Qdgb83gavERBllV9CdGsGf7y3wHs0+HwKvrMh1WyJe6V5Eutr3D64tAPSJFqxuL6YezNfqQJHvZ+ZAF7TVO/lfPtLKqG15IkQ0pvqApuf1Ho7R51f3W+bCDgE6YkkF/6nckvx+RIi9kCSBySehIgFxry070PYMUgMgKSLlstbmyM3Xow/oKS60KkqNHtRZZ3yXvRh5bC85Wn4w0UlxpkpUl5lmHMjLGwMR0Y54freKWdTD6oYCDgE6ck4LnuC/yiVktFzsIp24jVcEaHnByqElHkA0KLGnpelCC4jFGI2QOIRkGsV8shKUnHsNj+hdlCc+QW850DgWgjdBlH/QLzkuixmZIYKCaIetCMh4DCkJ6Be9oagceD7KXh/DD4jwe9XiDoD2cWwqhrSKZ4EkeqC/wIhvQp/CJmFboILKyo8FBqAioGAQ5GeTIlEWUkNgdhzkBgB2cWQ0MQamx6mDBOh01TCbHFH0YcRATFgSHRliZ+lD42AkyPgcKRXovnIhaQTEDIJLq4CyWtRpsE7S9TZci4ctl3lscwpgQWonLusm9cIXA0CTkl6BvVTntLXBf4E8btV9OKrAajCPCN7cRP9QZNehZnyijpQpyI90dlJOkVxKk44qByLyy1acUX9RulxawTsHAGnIb3MWGM6xd9UOsVsq/h5dj4PunsaAY1AGSHg8KQnkl3MJkgWw8YhyIovI+R0MxoBjYBDIuCwpHc5CCIWqmjFErVYW2Md8vunO60RKHMEHIr0xPIqeScuX1B5KC5KYFDz1I9lDp9uUCOgEXA0BByC9GR/bZovRCyCwJ9VNjTteuJoXzXdX42AfSBg96QnBgrJHysJty+uUImy7QM63QuNgEbAERGwS9ITKU6S7kQthZCpIGHZs4sI8uuIwOs+awQ0AuWDgF2SXvJpZaCIWg7poZYRy8sHJt2qRkAj4CwI2CXpidtJhlUOW2cBXI9DI6ARKF8E7JL0yhcS3bpGQCPgzAho0nPm2dVj0whoBAogoEmvACT6gkZAI+DMCGjSc+bZ1WPTCGgECiCgSa8AJPqCRkAj4MwIaNJz5tnVY9MIaAQKIKBJrwAk+oJGQCPgzAho0nPm2dVj0whoBAogoEmvACT6gkZAI+DMCGjSc+bZ1WPTCGgECiDwf8kKOohceR7AAAAAAElFTkSuQmCC)
Velocity = Displacement/Time in a direction.
Example:
You walk from home to the shop in 100 seconds, and the shop is around 220 metres from the house. what is your speed and what is your velocity?
![](data:image/png;base64,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)
Speed
= 220 m/ 100 s = 2.2 m/s
Velocity
= 130 m / 100 s East = 1.3 m/s East