
(877) 245-6972
(877) 245-6972
Looking for an approved traffic school on the CA DMV licensed traffic school list seems almost impossible. Well, you came to the right place. Not only do we have a list you can pick from, we are a DMV Licensed Traffic School. Our course was created to be the fastest the CA DMV will allow.
Our state-of-the-art course was designed to be easy!. If you have been driving for a while, most of the course you already know.
Signing up and completing the course is easy.
When you are done with the final, we will send the certificate to the CA DMV for you.
Take our DMV licensed Traffic School for FREE, and see for yourself!!! Stop wasting time on the CA DMV List. We are licensed by the DMV in the state of California and have provided online traffic school services since 2004.
The course is so easy, it almost feels like you are cheating. The course is set to the standards set by the California Department of Motor Vehicles. This course is licensed by the CA DMV and required to follow the laws deemed by the State of California.
"Thanks. Easy and Informative."
Guillaume Marie Dominique o F. - San Luis Obispo, California
"Awesome"
Hector V. - Riverside, California
"great Class"
Justina B. - Placer, California
"Thank you for helping me to get a better understanding of safe driving behaviors and traffic laws in California."
Vincent H. - Los Angeles, California
"would for sure use in the future, if i get another ticket that is. lol"
Porfirio M. - Sutter, California
"In PART VI: DEFENSIVE DRIVING, Section 2: Avoiding Problems on the Road, Stopping Distances, Braking distance, there is a statement "For cars, if we use the CVC 26454 requirement that passenger vehicles be able to stop from a speed of 20 miles per hour in 25 feet, we can compute that at 55 miles per hour, it would take the same vehicle about 70 feet to stop." For a given gravitational acceleration g and a given coefficient of friction mu somewhere between 0 and the maximum coefficient of static friction mu_s, (initial speed)^2=2*mu*g*d_s where d_b is the braking distance. How do you reconcile the fact that 55^2/70 differs substantially from 20^2/25? "
Suguru A. - San Francisco, California
"thanks great site."
Jose G. - San Diego, California
"Great course! Everyone should take this even just for fun quick review!"
Matthew H. - Los Angeles, California
"This course was very well laid out and intelligently designed."
Joshua T. - Los Angeles, California
"Great!! Thank You!!"
Adrio R. - San Diego, California
"like the test"
Juan Q. - San Joaquin, California
"Great course!"
Bayani S. - Santa Clara, California
"Thanks i was very pleased with your program. ms. cole"
Stacey C. - San Francisco, California
"Great - Would recommend"
Michelle R. - Inyo, California