The greatest method to cope with sudden conditions is to at all times use the identical secure driving habits and accountable perspective you demonstrated on your driving test. If a rental automobile is used for the driving test, the contractmustnot point out driving tests are excluded. For your security, ask the examiner to point out you their DMV identification badge earlier than the test begins. Only the examiner or other DMV authorized personnel, are permitted during your driving test.
An grownup driver takes the same type of driving test as a teen driver. However, Ket bilietai with a P&M situation might take a unique model of the driving test containing further test components. Search online for a practice test or tutorial that you can take earlier than you log in to take the actual driver's test. Use the name of your state and "driving test" as keywords to deliver up a listing of internet sites that shall be applicable so that you can use. Candidates are permitted to deviate from the given route if they get misplaced and they will not receive any faults for this offering they're driving safely. For instance, if a candidate is instructed by the satnav to proceed straight ahead at a junction however they find themselves in a 'left turn solely' lane.
Dmv Security Pointers & Actions
Often many people overlook the price of failing a driving test, not solely do you have to pay for one more test however extra lessons too. Ever had those desires, where you get to class and are utterly unprepared for the test, you were alleged to be studying for? These Driving Test Games right here at Silvergames.com should be able that will help you with that. The impartial portion of the practical test is now longer; having been elevated from around 10 minutes to roughly 20 minutes. https://trafficrules5yb4.webs.com/apps/blog/show/4...t-a-great-surprise-for-friends may be asked to comply with a Satellite Navigation gadget quite than observe signs.
During harmful climate situations, such as rain and snow, this test may be ignored for safety causes.
The test was initially voluntary to keep away from a rush of candidates until 1 June 1935 when all individuals who had began to drive on or after 1 April 1934 needed to have passed the test. The sensible automotive test is taken on the highway, with a professionally skilled DVSA examiner directing the candidate around a pre-determined route. The examiner marks the candidate for driving faults, severe faults, and harmful faults. A candidate will fail the test if he or she accumulates any critical or dangerous faults, or more than fifteen driving faults.
You shall be requested to locate the controls for the automobile’s headlights, windshield wipers, defroster, and emergency flashers. A working horn designed for the automobile.Tires with no bald spots. Technology corresponding to back up cameras and self-parking cannot solely be used on a driving test. Been licensed out-of-state but don't nemokami ket testai have the DL to surrender. Be careful when taking a test or getting into any sort of private data online. Look for somewhat padlock icon on the website or the words "safe" before giving out your social safety quantity or different private identifiers.
i’m taking my driving test today and the way my dad and sister are shifting their whole schedules around to accommodate me so i can use my sisters car...that’s love
The more you practice with these driving test video games, the much less intimidating the actual thing shall be. Drivers wishing to gain a class B licence must cross two separate tests. The candidate then has two years to move their practical test before their concept test certificate expires and so they have to take the speculation again. Upon passing the practical test, drivers are given a cross certificate and instantly turn out to be class B licence holders. UK driving licences were introduced by the Motor Car Act 1903 however no test was required. The intention was purely to determine autos and their drivers. To reply a query the candidate simply touches their alternative of answer from the listed solutions on the computer screen. If a mistake is made the candidate can deselect a choice and reselect a special possibility love it. The candidate is allowed to return to a question at any time and can even flag questions they are uncertain of so as to find and return to it rapidly and easily later. Ket testai ='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="driving test"/> The test has 50 multiple alternative questions and the candidate should reply a minimum of 43 of them appropriately to cross. All questions are randomly chosen from a financial institution of just under one thousand on a selection of topics. You need a provisional driving licence to book your theory test. Rebook your driving test when you failed your test and want to resit it. Some states may even allow residents to take the official written driving test online. Driving tests are part of the requirements you need to fulfill to be able to get a driver's licence. They normally cowl both driving expertise and driving skill, in addition to information of the native driving legal guidelines and laws. At least sufficiently so, to avoid causing a 15 automobile pile-up on the highway. They also embrace tricky situations like parallel parking in a really tight house, maneuvering over a really busy crossing or driving at night and through averse weather situations. These games right here will help you get used to the stress that comes with those driving tests.
The appropriate plan of action could be to remain within the lane and turn left using regular and protected procedure (eg. mirrors, signal, manoeuvre). Once through the junction safely, the candidate can try to return to their route. A fault may be given if the candidate was to proceed straight ahead ket testai nemokami 2021 within the left flip lane as this can be harmful to different road users. When a candidate deviates from the route the examiner may direct them back in direction of their destination till the candidate is ready to resume independent driving.