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sulfurcompany10e

sulfurcompany10e

SPOILER ALERT!

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The DMV examiner is there to ensure you have demonstrated you could handle your car in common traffic conditions, to not trick you. During your driving test, the examiner will notice how you obey the principles of the street and site visitors signs and/or alerts. They will note other areas in which you may need improvement. Departments of motor autos in many states provide choose services online for the comfort of their prospects. You may be able to renew your car registration or driver's license online. Practice tests for the written section of the driving test can be found from virtually each state's official web site.

If a satnav is being used this will likely automatically recalculate a new path to get them again on target. Park on the right hand aspect of the road, reverse two automotive lengths and re-join the visitors. If the candidate solutions one or each of the "show me" and "tell me" questions incorrectly, one driving fault is recorded. The candidate should reapply for a provisional driving licence and attend a test centre to have an eyesight check earlier than they are allowed to rebook a test. If successful, the DVSA normal eyesight test must nonetheless be completed on the candidate's next practical driving test.

Vehicle Business Svcs Resources


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imagedriving rules ='display: block;margin-left:auto;margin-right:auto;' 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width="259px" alt="driving test"/>
Ask your accompanying driver to calmly point out your mistakes. Ask questions about particular driving situations that may have confused you and correct your errors. The next time you practice, attempt to right any driving errors you made before.

The simulation is carried out by the examiner raising his or her hand and saying, "STOP!". A controlled stop exercise might be carried out on every prolonged test and one third of regular tests. This could be an emergency cease, or the candidate might be requested to make a managed stop in a specific location. During dangerous climate circumstances, such as rain and snow, this test could be overlooked for safety causes. The practical automobile test may be taken in either a manual or an automatic automobile; if the test is passed in an automatic automotive, then the total licence granted shall be restricted to computerized vehicles solely. Unless one is converting a overseas licence, it's essential to have handed each parts of the speculation test earlier than sitting this examination.
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The Road Traffic Act 1930 introduced age restrictions and a test for disabled drivers; this was the primary formal driving test in the UK. These licences had been only legitimate for one yr from the date of concern. Legislation for obligatory testing was introduced for all new drivers with the Road Traffic Act 1934.
You will need to have an insurance coverage coverage that allows you to drive without supervision. The net pages presently in English on the DMV website are the official and accurate supply for the program information and companies the DMV offers. Any discrepancies or differences ket testai nemokami 2020 created within the translation are not binding and have no legal effect for compliance or enforcement functions. If any questions come up associated to the data contained within the translated web site, please check with the English model.

The extra you practice with these driving test games, the much less intimidating the actual factor shall be. Drivers wishing to gain a class B licence have to move two separate tests. The candidate then has two years to move their practical test earlier than their principle test certificates expires and so they have to take the theory once more. Upon passing the sensible test, drivers are given a pass certificates and instantly turn into class B licence holders. UK driving licences had been introduced by the Motor Car Act 1903 however no test was required. The intention was purely to determine autos and their drivers.
Do everything you'll be able to to keep your non-public info private nemokami ket testai 2021 to be able to reduce the danger of identity theft.
  • An grownup driver takes the same sort of driving test as a teen driver.
  • A fault may be given if the candidate was to proceed straight forward within the left turn lane as this may be harmful to other road customers.

The test was initially voluntary to keep away from a rush of candidates till 1 June 1935 when all people who had began to drive on or after 1 April 1934 needed to have handed the test. The sensible car test is taken on the highway, with a professionally skilled DVSA examiner directing the candidate round nemokami ket testai a pre-decided route. The examiner marks the candidate for driving faults, severe faults, and dangerous faults. A candidate will fail the test if he or she accumulates any critical or harmful faults, or more than fifteen driving faults.
If the candidate fails to read the first number plate correctly, then the examiner asks the candidate to learn a second quantity plate. If the candidate cannot correctly read the second number plate, then the examiner should use a tape measure to measure the right distance between the candidate and a 3rd quantity plate. If the candidate can not read the third quantity plate, then the candidate is deemed to have failed and the test is not going to continue. The DVLA will be knowledgeable and the candidate's provisional licence might be revoked. This a part of the theory test is carried out on a pc system.