(877) 245-6972
(877) 245-6972
(877) 245-6972
(877) 245-6972
"Great online traffic school!"
Eric C. - Riverside, 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
"great "
Liz A. - Ventura, California
"Thank you"
Taylor J. - San Diego, California
"AMAZING AND FAST"
Magdi A. - Riverside, California
"I spoke with someone regarding my password/login information. He was professional, helpful, enjoyable to talk with. Got me on my way in less than a minute."
Cathy A. - Riverside, California
"thank you :)"
Luis G. - San Diego, California
"Good course.Thanks!"
Daniel J. - Imperial, California
"Excellent course, easy to access and complete online in a timely manner"
Richard C. - Imperial, California
"it was awasome"
Robert A. - Los Angeles, California
