Gear Changing
Smooth gear changing is the first of three key foundation skills you need to learn, the others being steering and clutch control.
Gears can be changed up or down. This has nothing to do with the direction you move the gear lever, it simply means that you change to a higher gear (4 or 5) or a lower gear (1 or 2).
The basic rule is that you change up through the gears as the speed of the car increases and down when you need more power from the engine. For example, you would change down to a lower gear when climbing a hill or pulling away at low speed.
The gears determine the amount of power available from the engine.
First gear provides the most pulling power but the least potential for speed, whilst fifth gear which provides the least pulling power allows the greatest range of speed. The following table indicates typical speed and revs for changing gears up or down.
Manual transmission change speeds
- UP -
|
Gear Change
|
Approx.
Speed
|
Tachometer
(Revs)
|
1st – 2nd
2nd – 3rd
3rd – 4th
4th – 5th
|
25 km/h
40 km/h
60 km/h
80 km/h
|
2,000 – 3,000 rpm
2,500 – 3,500 rpm
2,500 – 3,500 rpm
2,500 – 3,500 rpm
|
Manual transmission change speeds
- DOWN -
|
Gear Change
|
Approx.
Speed
|
Tachometer
(Revs)
|
5th – 4th
4th – 3rd
3rd – 2nd
2nd – 1st
|
65 km/h
45 km/h
35 km/h
15 km/h
|
2,000 rpm
2,000 rpm
2,000 rpm
1,500 rpm
|
The basic gear changing rule is ‘brakes to slow – gears to go‘. As the car increases speed, change up through the gears. When you want to slow down, use the foot brake. You need only change to a lower gear when you need the accelerator again to ‘drive’ the car.
Selective gear changing means you sometimes miss out gears, for example, by changing from fifth or fourth gear to second gear. This method is called ‘selective’ or ‘block’ gear changing.
There are also times when you might selectively change up, for example if you have used a lower gear such as third for better acceleration you might be able to change to fifth gear when you have reached your intended cruising speed.
Palming method
To operate the gear lever we use a method known as ‘palming’. You can practice this when the car is stationary and the engine is switched off, but make sure that you keep the clutch pedal pressed down to the floor.
Neutral
The gear lever will automatically spring to the central neutral position when not in a gear. This is very useful when trying to find and select third or fourth gear.
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h+5QZ0NcDwyB4ouobx8THM7e/Ffb+5F9/4+6/jLW95C1YftgYKQ280F1WdATO4YYRWEIpHy2yRKn2x+S1Dw3XX/gvG9+3DVX/z1/BqNdiaAksDdCqQYQAoVLAgAYGAvvu6j3xXQRSrZq0C01Kh2SaalYr4ox9+fCNWHXEk+hcuxd0PPY7b7n0QH7vsc8j19EG3U9KH/1nTaLdeiYqVaGj9etz42cux0HWRqMygb04eD4zthJPP4chXn4WWZkELbGgET/Hg6h5qdguuFiKhpdCqNmGHBgwjgchIoKFp2FKcxl2PP4ZXnPt6ZAvdyGe6YCkaNCeURk+NTWBiahKlZgUPP/6Y1OaSSy7BiSeeKCyQMpoKVzvk1a7sofynYhbLdbJDigiNDnoWCkMSle+i2Gqg4TWRskx8/e+uwmtedbo4LYx0EhArQYGhGQhdDyMTk5i/agX2DO1BAppQKBXoWr2CWnkGvdkMLrrgz3D1lVdg1cIBoW4z9MWrBc9Bq1GF1ZVBq1qHYabg+qHUS9WpjCqinbOerO+Ghx8Xzfmt73wPyi0fd214FCMzRVx42ecQ+YBCMxVqx8XBRj1NEDoaNWy8915YLQd24KPLMuFXKpiXTGO81sQDP7oeISxYvgmVepLiwtNbqHbAVXwVtmIho6fgtEKMlRvwu7pQyqaxcu1qFHJpdPUW0F+Yg4RqQW96qM2UELQCOAyLNcro6+vDnj178O1vfxtr164VcyJW0tooHPr/A4GNdQJ2GoviAxplntUOyj+1caOw1L+5/HL05wooVyuoOx6SSVuEj0LK93Qsnr8Ew+Mz6OrqR2V6Ckk7jfHJMWTSSaQ0HTO1Mi742Cdx3fU/xmtPfjledvQR4vgoToyIoppK2qhNTSGdzbfDigz7RwHIWaiBG5oOk+7LIMKK5UuxY8cubH3ySfQPLsYRa1bh11//BlqTY7DyPRJ1ZltiFfZpaBneVzxs2rAeffBhhz66NBXVygyWzOtBOD6JAbKMyIDtmjDJVRQXvmajobXga/SeAnqkww4TUJMJjEUtNHIZPFot4ZXrjoRhpZHP5jHQNwdJK41WoykUUGrUYTdr0KYt0WA5Uh999FFMTU0hk8mI+fT7KlPPNAQIqlBsRwsnuNxUAwjqLlpNF3fefQempifwqQs+gqBcx/r7HsGadWuw9iVrsGtoLxzXxeC8hShPFrF123Zcd+NPce6b34S5c/pAW3ZOXz8MU4Mahbh300ZsffJx7Nm1B3fpJlYsWgS/VsbgQD/gu3DrZaR7+uDW6ghCFYlEGoaZAAIXYUivEuPLHpxmC71z5qK7O4+xsREsWL4c/Zkcctk0fnPvPTjlzLMlVEn5fXDgleNXRXkCjdIUDNVDFDkI3Dq0wIMdBuixDNiOg0TTQaZZR7pZR7buIFd3UKi2UKi6mO8q6JqpwRidQFfNwTxVR2+gYmLjFnhjE8gGCrKKjoxhIUEvDuWdTiGkITI0JFJtm4028Ny5c0WhocwlOz0UmXswwASRwB7ICWJw6Y/U0jZGp8bw4APr0ZVM4ui1azGzbxjbn9yI1UuWYd+u3aLU9czpR6lehuO3MHdgHnrn9ItySHOOWj3rOz42iSHqEqaN3XuH8Md/8gE4noebf/1rif6MT81gqlhEhWk5igK347hpywYX1WoZxWJR7GDDspDpygItFyuXr0Bfby+6sllR3N70+jfgZzfe+DS5drJG4rYzqs2ibrnvbmi6jyDyEOkR6n4TZspCsVIUz45lqkiYKmwCYWhIGirSOjcNWVVFXtPRo5soaAaSQQC10YDhuehOJLFkzhxongu0WvDqdTRrna3liEJCg5+NpGwllVLDpkuS4PI7QZhtIai0m7knBfPeBIOfAyXAyMwYLrvy8zjxFSfhpFNfjqDZwEtWr8b83j7s3b0bS1cuhwMfk40S7J4upPoKuO/xRzBRmoHjewIw9YJkMg06RiwrAU3TMXdgPn54/U9x1uvPg2ol8WcXfgRGOotErgs9AwswMTGNdK4LD97/APbu3iPOl0xvH7r7+mElEvCaDkpT02g1GliyaBEWDcynngq32cCR69Zi9/btCJwGQN/2fqZ8QG/RTF2dVi4Naw0kPA8Fk/7jAMlMCmPVKpBKohkCHj2OEeAjhKf4cJQQDTVES2V+GFPrVESGCdcwUKR/1NQxFrkoLF2CMJtGaDKmwjwyRwz2YqWMmVIRlWoZUxMTKJeKYgJx1F900UUCKhUqghDbzAdU+/f+SGBJvbHMjU0t+obXb1iPbbu24dSXn4zp4WF0qyaymo49W7bhuBOOw2h5Gn2DC2Cmk6jWqsjnurBo8WIsWb4Mq1etRl9PD1RFFZ8vNfNcNgtDN3DSy1+OFUuXo96siZ09uGgQ1/7zP2P16lVIJRPYsmUrHnrgIbzksMPQky9IsN+tVVGvtL1llmXDzmShhhFUm0odRD5bySRq9Tqe2roNg0uWomdgISLJhlGFUGIPHQlDW2pql6ZMG6YbwlJ1yWhsRsCE78O1bVR1HXVNR1PTUDNUVA0VZVNB0VZQNjQUTQ1FXUUjkUAlYaJkWygmTYzqwObpcaTnz0OdEY2Wi2q5glJxRlgPZevUzCSmxsfEHibVnnDCCTjzzDOFHZMlSwXj6MrvDWn7AlIq70WAWSgW+J0DZ3JmEh+++MP4wuWfhd9wsGb+QigzVeh1Bz/6l+9i5coVmLN0IWqug2K5gmQiiYRmYnjvEH58/U+wZvUquScdG+x82ujUqMcnxnH99T9GV1cXGo265EIVuvOwE0k8+OD9+PlNPxOza/nipXjJYWth0C2ra2KzGjpNLkX898wOUQ0boUN3pQIv8JFMZzBdmhGl84ENj+D4k09DxCAODZnY+dpJN9Kn3ADJSEWgaGg6LhiDadUa8CwLoarCEfOV5kNbyWY8kSPeU1WEKqMl9LGGSIA+00C8Ka4eodGVwabRIfQVJ5FBhFrDgUE7MQCajoPpYhHFmem254cuQEXBJz7xCQGU1BpHP9oQHfr/WN7G4HLPYyMjI9iy4ymcccarxGPm1apwkznoroubfvQT9Gaz2LF5M+YesQqF3m5YmRSiSIEJDUsGF2LPrh1wnbY4YdYiBy7Z8+TYOFatXIPvf//7cPwQK1esRml6AsXyFOYtWoSv//1VuOOWmwGnAcV1pb2hU2/rBboC3WAggP6DthKIwEO9UUOm0IfA9dCsVjC3pweKquGa7/wbLrj0C+2sDHbRQf4M/WNXXQ3TD5BqeUh4PkzJy43g6gpajCdoBnxa3R3vAD0+dKCHGvN+aYsp0HwFhs+0SwWBpsHVDVRNBY6u4m+/+lV0F0roSWawavEybN64WfzMTuSjVJzEvn2j0kB2BjuJFEWKZUdxH4NyqPDGShnvy88EloNnwYIF+NinPo43veN8NJstLF+8GKPb92K5mcXo8Aia9QY2PfEkXnb+OdJ2TVERhBE0RcHekRH09/ag5TaR00id7cFJLpFIpDAxMSVBh0jTMTIxhXQqCcNLo1Er4aUnnIiHH38cS+fOxdyuLCLXFZ2AegH7NaAMFU2XIWdVvFuZVBpevQa7UIDqemC2qqFEWL1qBR6+/zc46mUnC0tu1OviPWOfuS0H+poTT4YeRlBcWvNB27Dn3Sm9aevTC3Vgcix1HEYQaGsLK9DawDNlgE4OshRNg2cArgp8dd1L8M1v/APu/vkv8dC992HZosXYWSpivDgNNwyxctUafPrTl4obku5KsjIWxnspd9no2ZQYXA4Ulng/OTkp958/f74EFfYOj6A/m4GhpvDOP34Prr/uBzjvnW8TVqhJEoEDW6JaGvL5HKZmptHX3w/NUOEFkYRSFAFfha5qUA0Tmm5DTyZRbTWENTfLIfoH5mPr9h1YNm++OEdIIGTpBDZWH9mv1FFISDK4JSkgQtSso1yuQU8lxQR7xcknYXpiAo1aTVKi2FdMnqBHjYNR9fUEXHqWzBRA37GVAcwsYKQBPQ2oSYRKEpGakg1aClAyQJSGEqURKu0NCjM6bEDhFAQDoUKHvw7bTuHDF1yIb1/zbczp7xc7NpfP4tg/eClOfsUpomEycMBOJ7BUeuJQYAzEbMCNKZ/3OlBrHh4eFs28WCpL8hrzwqxcFo6qILN0CbaNDCE9by7sQh6wTLnWMtspsHbSFnltJUzUnTocr50U1x70bbNLoaeIncwUVc+HYloSDpw/uBBPPL5RIjtPtyt2QTx9ZP8nDu6Ot4qgMaghaT6eI46OLZs3iwXA4SABkoiOEF+4k06TWTqAri9mWsSylTK9Q51xhEVGEomaQ6wzzIRbR0yWpm+EF5CQxUUuOcSWYcNWVGQXL8OZrz0LO3ftwIknn4RK0MJMpYInH3kCu3fvFhuXDSK4VK5o95LNzbbE4HLPTdhfGEpUKpuiNqqiUqpg0eAgJoZGYRoZaIwzZ7Nt7uW6cEsBXMdBy4/QKNbg+h5SCRszxWmZTUAFiFkpgeNLUIT1dxxXRIznh1BNC5F0rIp0JouxsTHoSlthZPvYv+zOuJ95jAywTb1MZ+qkG+mMibcHS7Vcgue7eOyxRySFh1xXobym39tpwU6k2hNQyBB8VWa+CDeWgAXx4wNEBeOj29YUgSUnUfm8jmwQQS4aHnUBhrUiMAPH73RocXoavcksXvnK0/GFL3xe8oPthIElc+bi+h/+VGQt3YQM99HOpalCkCkfn49Cqo3ZMwFmnJgKW+gH6EnkwOk0qqswZIqQc3aYo6Rr+NUvfoXk3DyaYTtdxtINNCsNBCqQTySxZeOTiAz2SwQ90BE4AVpNpuprMkDZjrrTRDKThNOowrRteMUmNEUXr5bCTAmBkJ36DC3dX/cIkeNIorrL1NdUEqtXLsXENd8TfwT7i8F/tk/86QmbOfZt6ojE4UyhfqDrmZjS38Hqc+N/VQLQZlwZGXWBsKBYFsuw6zg56dLu6e4DfLLdAvYNjSGRysFKmRgeGREgmVvFzo4dFwdS2DM0+Tkf5r1YSLEENQaXShXDfm6jBQM6SsUKCn39mJmYQl43MTozgye3bELp8SZaoYtcKi2x3lbNQaApeOSRRxDYKrI9XSKXFQ6OFsN7uihTw8P7MDUzg/ycXhlYTQYwDAPVFqNUCdSqVfSkKMY6RNQhprhh5IikF/lHmU7WjHZ8m5aLF3hQNR3dPXkM79uHAWbMCPm3Waoojgm/DW7IRDfpiPbUhfZDI/iSc9EGl/8JYEBzQrQtwFd90r34NiV2Sk+QSocHh4IKl+QQqFAaLkzdwsDAAuzdS3nWT7yxcuVq3HnnnVi3bp3ETylvWdgBz4cDI5bbpFy3E/znfduauU8HD+xkBpVWC3rCQj30kTASSPQXcNb55yGRz4ptrPg+HfFoNR14GlC2Arz+bW9GV1+XUKlf99CquXBr9PZpmCqVRCP3NaDeaKDle+B0o1ju08042NsdT96LMRVuyS8x9wyZJtvhgMSHdTSiAKXiNMpeHUcdcSRuv/12vOMP3yWyuZ2UZ8k1KnyGvcK2J4Qt5SYjIJTPjHzS8pJBFO8Z1OR0RrGQ2qkxAc0jJWK6UWfyEm8SwVJNmIYpbI6yavHSJRgbn0QUhOjr7kNvby82bNggwFJbJnumlky5FVPd/pYfwgcZ8R1NmZ8JMjkEn8uOZmSKz+IgmCrOIFvIY7JSwnBxGpn+flGE0vmCmHhKMiFKVyqfx5btO5DMZOG2PIneMEOxK5uTuHXCMsShQdkqVFpriJhh/Jbtoy7BtsYDL24WAY23+FjTbUHRdWiJhHCeVrkiZlpCN7Fw3jysXbkUG35zj4RimRBAUWPZCaiKDlVm7ZlJQDLyOE9Uk/weRWsHqKn16dBhwUQCFpiezbQa0jcBtxQTlmLBUC2omik3NRQDCZhyrgh6skXLhJlNoDC3F/VGFSrzpZoOBhcM4KmnnpK20HvEBhNUenuej8J78Z7c2NG8L48RXHrIqO2KMtRoQPN9McHMTAaeoaOuQqbP7BofR9MwUQmBHVPTmGg46GEvKQgAABXnSURBVOkbQHm6AkvPwG9G8Jou3GYL9VpFtFkmJJANczomg/zpVJdsxZmqKFvMXpS+7gAqMwkiQGdCZNhWWgl0yma0KADcFmwmxOsaLIW+fQNRvYaBQgIzw08BbhVBswojYUlCILlmWz0WO5a+yd/WnYSRM4Ke3g48jb9xa0vq9j4+1jaTdRmpHCycIjm4eBEmJsYkq5/TP03dkFHN0UzKimUjqffgkf3bave7jlHR4H14b278zo3Uu2rVKthJC0xFtS1DlBzK/snpKZnlNzQxIcoVHTOUlY0ohJ3vgksvnkslK41GtQG3xbTVttLG+vN5TKcli+R3TgWl9jw0NCxuQ3IPKj+xNUBx9kzbwe2Lz9M4CCIfhWQCa5YtxoN33iZziDkdlSxfNO2DL36+v5NK4kbwMzuUeVQxcOxkFibMxRotZSOpLD5ntnWijJUO1bR2yBGQmPGpp56K733ve/IcPp+gM4TH5AGyTcaVWRceZ1IfgadSxtwuOlli1sp28TjZe73ZwHRxZv81rLumKmg16kLRMatmMp5pPnPO8XNtM50Vxxx1FG668Wcyh4siVmNaUIfcnut9Dvk8di6phoXskKBRcWKn8Tdqyzt37hRq4jkEgh32fJb4+ZR58b2POuqo/XUhkByENCOY9koRwSgVQWNdeT3rLSZUGGLhwoUCPHO3WRzPRaPlyNILPNY3dw6y+S54rbY7NR6wzDjh81kPU5ZIOPRWkm1zeszShYswtHsPolpdtKJCvgCnwVjdC1xiFsh93MH06zIqxM4kkKQUyl2yMB6Lqfn5qhqfTZDiws8EioCed955om3Gz2XHkyovvvhiScPlcX4n2ASEQJOrHH300fKdtjmVHk74ojZrJRMyM54BfTocyJqdZh2moWHTk09g5YplcF26Mi3G8OIqHfLe1k3Yhoklixbj/nvXd1Tetp7xgoMbA8ras0M5gg8//HCJyrDTWZiBQS8VO53nE3D+FlPYIbe8E+LjfXhPFt6f30mhfMZpp50mJguT5clmmTBPLnLjjTfirrvukvN4DUEmsDyHrksqZtyTFfN31p3mTsNpYueendi1a4dcT08UkxSo3e7duQOvPv2VKHRlxT9N62E2hfI3lbAQtjy87Ljj8ctbfgFZsMTzkUx2JoDP5gG/61p2KjvyQNZMm5ayhyWmXM5GoGZJCmHhQHg+wOW9eJ/4vgSCn2PFh78xhZX1IDdh7jQ3gkyOQjbM81k3ylqWzZs34/7775cByfuxrmwjFyhhBsvuPXuwe+8ebNjwIBr1qsznLU5O4LRTT0ZpZhrr1h0mSXf0AYvjR+56aP849ylh6Fg0fwBjQ/tQn5psc4TYe3hot31uV7ETOcrZeewEgjxv3jxxNfIYN8pcdg6pgt9JBc8XsLwXqY7PZuFnFtaDzyCLnTNnDv7gD/4AN998Mxgt+vnPfy7n7NixQ8AlOyZrZh2pMxDwffv2iabvOS1wY4yanICLlSTTCfTN7RPbnfHdeqWMPTt24E/++P342U9+gtUrlyEK27nO8qBD/EetpFGroiudgh4pMs9pcmSEjUOtVOosbnSIN38ul3FkUwNlpxJogsfOYueyw9jBjN3yGKmX83h4Dq/j+SwEhiDF18caLM2l3zUI+JwDC5/Fwut4Pz6H7JaaM1n0e9/7XpkBQe7C+lD+k8uwfiw89tKXvlRkLq/l8gixE4QA856Lly1F39x5aHBWw7334bJPfhLHHP4SeJUpWUdjwbzXI1fIozK6D5b1+02XkUoc8C+dSmNqfBzdvQM4/VWvxDX/9E187sq1kp/1XyJzydY42tlwAkNtlJ0Ux1R5jMoNPVWx8sJOJaVwUPD3mPLYLv7Gzubx2RYOJNaN9+T9OKeJMveWW24R4FkHgscBQA7EjXWMP+/euUu+s20sXhjIfZjpseHBh3DFF7+ApYML0SjO4Labb8ZrXvVKFLIZDO/cgYRNYNsc5VDaQZkbOE1JdneaNVlsxWnUZLEWv1p54bVlju5YbhHML33pS7jggguEFdO2JEumPDviiCNw3XXX4bWvfS2uvvpqaSs7lgODQLLzea9YgSEov4tqn0uH8X5U6ChvCRAH2aWXXir12bRpkyhNrDdFRjzIeF68rVixQtyBBJwzCPft24sbbrgBScvGt665BmsOW4d8JoNkPo+bf/pTyWE2VAVz+noQ0tU7qxIhCjyYFicMBOguZJHLpPHE448i9Ftc7eZ5yB/9HRWMQ3nvfve7BWh2IB0ZlHfnn39+28Hu+/jc5z4nIT+CSGfHpz/96f2gxpTBgUJgeS3LbAEmZ+DzeH+ycA40Jg2QUu+44w6h4JiF83cONIoD7oUjVcsC+q49OzEyOorVa9fg7W99K4475jjJtGBaL5fa+8E/fh0T+3bgfW9/I7xGCZmsjcb0hCygQgo85MIMDtWArydR9hSsf3wLHtu2E5dc8eUXXuZy7DBG+/DDD4sSwqmacQfu3btX2DNNI874IytbuXKlsOIHHnhABgJBZOfHFEz5TfnLY+z02YLL+5J6CRzvy4FHGUvF6TWveQ1OP/108Z5xNj61ZIoUOjfIlumkz6QSMgX1D9/+Dhx+1JHIFbrQajZRLBVlbpTuhTJT4/Zbf4XP/uVFMFRNHB31mSmY9N/PEli6jFuuA91IyMS0l6xdje/88N9lZsMLTrnsOLJUAvrd735XQOYxgkKXHlkdfyN7JntkB3NjbtMVV1wh13JUk5IIKM9jIcURkNmCy2fxPuQknBfM+lDpIodg4WCiFszn8VwWns9BIRPKyFrpTVOZvutAVrHRzXZYhRG3SMWVH/sYXrpmFY5duxJOZQIJnetrNGFausS55aaH8k/yr0K4QQiPy1ekcnD1FD55+V/hLz7y0ReeLVNuEpQrr7xSTAwCu2zZMomnknLJAgkYj7PzSB3sSJ5DrfTNb36zUAY5AAcBKYudy/PJHmdbeF/ar6xDfD863ik/WQ8CS5YtYHaUJh7jICDlykKorIShINJVtLz2ajymaiCVTKMxNIq3nH0Orv3aV+GUJzG3Pwe/MgGupkEbl1kbh1wEXE+i6Q1OyMvPwXQrwO33bcBkqf7Cg0sK4MRqgsFEOLKzGCh2XtxpZHucaE1TiL8TRHYyWTavj2fex7KW94nNmkPunIMupNJEUFlnUuyBhYCyXtxicSBhT9rvfjulgfN+mavCyVxax/v2gTeej4v+zwdkqaOUFiFsVZEwmZ+soFaalqzFA59z4OffybIl34mBGR++ZoLJjlNND65i40t/++XZa8sMulObdxpNcZJzyR8e27l9h+zvvP0ONGp19Pf2iVZpGaaMeI5612lheN+QLO+zaOEgFs5fIMleXLeJv6WTKTzxGGfL7ZZrmDLK1Bg+jx0rzz6wN2b5mcCyHAwsj8UKFwcjOQe/M4wpYVJDl+wLx/Xa4VEGSdQI3/jipXjzOadB9WeQNh0gLENVmT8dthcp00zJvJD87066DfPW4o0pTwdvTzeRJzKvOZQVbpjsz+S4XCIJI/AQVKuzV6jIdqk5UoPlpuk6JsbHsWTpUpSKRbFlyfLYGWSrZH2kOKa5kAIoZ3kdO4x7UnPMovmdrJvXkarIwo1OiJCU9N+huF4kK8YxrVSLNPieC83zMLJjC6ZG9+HUo9egkLGQtDoZoewnTUEUKuDaVRJToqupo1gd6HggyIz8PGuRtcHYf9T2ubqdBT+hIJewZg8uQYmVErIsWTYPQLlUEhn7s5/9TGQa2WyskBBUAsjC6+W6TtSInzlYSEUcCLQx6cTn8defe64kXZMlp6g1U6ki9byIhTPhFS+S/CjmpnCdZOYXP/TQQ6IMcrkIUw1kiSIuL8h1FziflyTPoILUXtKC2414JjD/M4tuo84+jcIAdSdASEXO5NobqvTdf/TNHUInUc40OQGKUy7DULw1zMT/xte/LuYNTQpSLimSTgtqpaRcUh4d87HSwkpSSYmpluyP8pXhQYYDqXHTB3zkkUfKtawqFbUXuzDYxLqxcL0rchsuus2J5MetO0IGL5d8agUtGBFzR+lO9YWlkssxc2I2xchwSX0DphXA5YJjRgJupEifzxpcVowsNy4EhAt6MSOPVEkHBsGkHGNwnGDS9RjbuFReeD3BJMXyeu5J6byGgNMLRAq+9tprsXr1auQ4M+F5DC7EdT+Uve8yGKKAe6fZQCZho9WsYfPGLXjXm87trFrTZq8ip8l/ZUx2plw+5/H5HweBpCBHQHFkBHYygQAGIsOC57iyKvvQvj2zZ8se00WZ0ee6AhyB/M53viPuPDokKJNJpXQMkIL5mXsCxugQWSyPkQrJegk+qZjf+Rupgsc5UBg/JRUfe+yxck5MMYcCyvN1DVdpNWTqTDt8yYgM6049wbKTCLyaTB4TihbB2n6HRCSr70Vt7emgylDWxuVZ7XgllDlWoEkYqgi5IIvOeb2qZIrMmnLl4R0TgSARzPvuu08okJ+pCJEaCQSdBGw0G0qKJfUSNF7H+/Acjm5SLr/LSFcUGRiUwRwUzHEm9XIQUba92IWLkzA5zjAUaGpCcoc5YawrX2jPoDBCWaaIcjAIXEkhbgPWTkjQyEpjmdsBtS13OyS9H+j2B6YPH1hodaiui6broxVxKQoPCtfXUPnEWRYCQKc5qZedz8KFwygfCS7Za3yclEjbleDSpiVA/J37GNj2CG/PGSJL5r0pm3kOBwYpl+w6Vs5mWf1ZX84XXNB7xsI5Q3wBhWIn0DenH5xk5tNUpOLEVFRZnFOBonIdSJpTTEx45qzT31k5zqum1aBpokCxn6n7MMODjplZg8ubC3gd496ybXzoQx+S+CjlKGXu6Gh7Di7ZK7McqDTR9cjf+ZkjmdQaa84xi2bjeIzRGd6DgYerrrpqP8VSgXuxC+tgWYaYMlz+l4OdGvF73vd+/PAnP5HldxXOV246MOwUwkhFg2FEiiuZf8XEZa603l4olEsVyUx3vrfpt+QaU2s+UHM2unJoVjg/mAn2rizYxpduzBTLs/dQ0alAtkuKo7zknlogzRQCe+utt8q8mieeeEJGONlrfH7Megkgr4spNfYj8xiplkspnHHGGcjmcjLjjYOEA4ADI5NrOx5eNJC5khwna+nt1WE5MZoB+OHtW3D7z29EIaFi1aIBLBkcwO5NT8pSv6HniWOH3Gg/UJ0ljNkOtptzfbmsPvumo4F1mthmy7FCxaUKmEOtJpLgwujTdU5UM/CXn7l09uDKjHtm9Xc6m5RMFks2zUJFi+yY8VLmJdH+e/LJJwVoNo4yOQaLYNNRsXz5cjF56K4kuGTxdM5XOzFVsn2+KYvPFC9Rp9kvyi7km384tUaXtRjZXq4hiVYde7Zuwpc+8wl84iN/Drc0g6WLFmB41y4ZlEuXr0SVGaBOC/ks37b2dDCEoNLzZHGxmA7Lj3Ot1INMJxFPfB9RqMDMdmGq2sBTe/bi13ff+zyAS82+43cVltQBmlTIBxNA7gmcrLkYRdI4/s5jBJ6UzPN4Pc/lAOGIjddodDsZGXRqxLYhqZsyvYuTo1+0ErZzoUi59AwF7UQ5TpBuvwrOwd0334D777wNZ59+GnoKOVDKcn2p8tSMvHckbRgYGxkRPcXKJFGemBQRZWfTKI6OIpvlJHf6PNoi6GBwKW/JOepehMAw4UDHd374Ixx9/MtmbwqR/bKQlUjoq9PRlL2kXVIXWShB4xbbs9QoWTIdfy7PI6g8lyDLQOlcHytbBJPBb35PJJOydR73ou2E65B26XliffkCKS+AxbkyhomXv+oMPPTAfdg9Og4u0RR5rvjFufbzYSuXS1u6ervh02Joucj1FGRhk3q5BM7nZRE35DO1UHK9feh2QuS6pwLbd+/Bn3/0E7OnXFHF41BYZ4VzAkQQCQIBJfAxVdP5QBBJtSJbOhO1WPf4Oz/znJiCeS63AwcPBxXvTQP+xSttyuUcWhoeXKZefBRUkENXplpyDdHy3p24/DOXoFkpCbVyNTj6lof37oTut+C3Gujt7cGqFSuweHARFgzMRU9PQbIruXo75XK8kNjBlMt16plJpiczmK41sWX3Ptx1/4P4zNVfnT24jAK1hf7TCd+x/UlqZOHoJlAEg58JNIHneQRJgIvBPcB25fU8hwNCgKfS5nIZvapcn85w7f8XD1oqOlHotdsBaredbE2qQJ4PAwF0vmvGbcpayn/45jehVqli1YqVGBsbRzZpY353GpmkiVNOOUVmBdKPTvflma99NQbnL0A6YT8DuOxbVZaG0swEfN1AzQ/x9W9di7PeeD6OPunk2bNldjoLwaMc5XeaNSz8TuAJnsjQOHOiI5cJLIGOwRUW15HfPMaNAPM4NXGeSzuuwDdcMjvCdSVPWB72Iv1zfV8GGhfMpk1rcIl7YaWsP4MiIZRECpk5A3j7u9+Lm67/CTTdQnd3L9atXAoTDbz0yHX4/vd+iHq1jMsvv1wmVt96yy+wgIokyJqfNvlCcjxRqlTIZ82EYiVkcVK+tvW+Bx7GZ/7hW3Cmp2dPuS9Sn/63eSzfQtIuHOQdL5KwUR4NofL9TLUKbL6bNQhw9itOw6cuvhgWVBQnhjAx9BRmxvfgrDPPRiGfE67UP2cuHC7VZLTFGmftxdyQgQaydLm7asDVbDR9YLpcEZD/9brr8PFLLkViwYLZOzHaDfv/9z+9Tty4wJpote04/f4OqdYa7RdA0oERhLjib7+Mn95wgyQCcvLWq08/XRw+8+b2i5dJ5iszhSdkblRn/hFXjnM9eV+xzxdi6CYCzUALGipNTxYwzxW4qLIKsuitu3Yhej6C9ftb8b8f/lMPUMu1EjZkxT+6CVUVK486Shwv3/3+9/Cut74RqlcVCm/67RQeLZEC9WnNzgi1pjKWTNNseT48SXph1FiTdwu5nICdTIOr24xMjOGRx59AtdnATLkka5K84NmP/6nF/48d4CIwpFhSLgvFIT/SNOWqcNQbXKcm7ynK5dJwJiegtlx87MIL8ZE/+wDCJt/0ZUqYNJlMwLbbSztQz6BJRSWUGRuWmRAOUavWMToxjtHRcXkHwl33PQiNr6Hp7cHA4CKsXHMY1hx5BBatXvO/Mne2Y40gsDwTuAS63ijL+3dTnD7CtT5MA7f94Ae451e34oPv+yP09hYwPjwiyzFy7UiJpDHqpajYvWcfhsdGsXXbDuzcsxdO05WgxMqVq7Bg4UK87JRToFl2O/2ILw8xDLQ4/UbjSib/W16wHqAsZtEtU1JquHYU3wzmzEzjhJefhPV334WhsXFhv5OlikTApktFPPLYoxgeGsXY5AQOW3uErCPyslecjj9asRL57l6hVLmxqkiutJGnl45v7WvKS5WT2ZwEHf6XLc8S2mei3HhpRb5PVzRqJYTNFzvSj0Vqb3kY27YFH3zPu+X9gVwgm2HQw15yOA5buxZHHn0MMgPzEDZaULmiDRfUpkeEq4+Jiau2XydA6eo4stCZkUi2VwTTTVl26f8C1/qMYWxcTeEAAAAASUVORK5CYII=)
First gear
To select first gear place your left hand onto the gear lever, palm away from you. Cup your hand around the gear lever and move it across to the left and forward.
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)
Second gear
To move from first to second gear keep your hand on the gear lever, palm away from you, apply slight pressure to the left to stop the gear lever springing back to the central neutral position, and move the gear lever straight back.
![](data:image/png;base64,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)
Third gear
Now move your hand so that your palm is facing you, cupping the gear lever. Move the gear lever forward, allow it to spring into the central neutral position then move it forward to select third gear.
![](data:image/png;base64,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)
Fourth gear
Keeping your hand in the same position, move the gear lever straight back to select fourth gear.
![](data:image/png;base64,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)
Fifth gear
To select fifth gear keep your hand in the same position and move the gear lever forwards, across to the right against the neutral spring and forwards.
How to change gear
The correct sequence for changing gear is as follows:
Make sure that it is safe to change gear. Any place where it is necessary to use both hands to steer the car, such as a corner or bend would not be suitable.
Next, ease off the accelerator pedal just prior to depressing the clutch pedal. The two actions are almost simultaneous.
Select the appropriate gear using your left hand while being careful to look ahead and not at the gear lever.
Release the clutch pedal just prior to reapplying pressure to the accelerator pedal with your right foot. Again the two actions are almost simultaneous.
This will dramatically reduce the power being transmitted from the engine to the gearbox, enabling you to select a gear without causing any damage to the gear mechanism.
© Rightway Driving School