Posted on October 13th, 2011 by Fantasy NASCAR Cheat Sheet
Regan Smith is driving the #78 Furniture Row Companies Chevrolet in the Bank of America 500 at Charlotte Motor Speedway on Saturday Oct 15, 2011. Smith enters the race ranked 25th in the NASCAR Sprint Cup Series points standings with 698 points for the 2011 season. He is 37 points behind Jeff Burton for 24th. Regan stayed the same in the standings after the last race.
Regan is coming off a middle of the pack 24th place finish in the Hollywood Casino 400 at Kansas Speedway.
For your fantasy NASCAR team you can expect around 31 driver points to be earned by Regan Smith this race at Charlotte as that is his average points earned (under the new 2011 NASCAR points system) over the last five races here.
Regan Smith has raced at Charlotte Motor Speedway 5 times in his career. Smith has led a total of 0 laps at Charlotte in his career.
Regan Smith's best start at Charlotte Motor Speedway is 20th and his best finish here is 8th
Smith has a career average start position of 30th and a career average finish position of 16th at Charlotte. His career race result numbers at Charlotte are:
|0 (0%)||0 (0%)||0 (0%)||1 (20%)||2 (40%)||4 (80%)|
Charlotte Motor Speedway is a 1.50-mile quad-oval and considered a intermediate by NASCAR.
Smith has started 45 intermediate races in the NASCAR Cup Series over his career. Here is the breakdown on his intermediate races.
|0 (0%)||1 (2%)||1 (2%)||3 (7%)||5 (11%)||15 (33%)|
His best start on a intermediate is 5th and his best finish is 1st.
Regan has a not-so-good average loop data driver rating over the last five races at Charlotte Motor Speedway of 68.30. His highest Loop Data Driver Rating during this time is 70.00 and his lowest is 54.90
During the last five Charlotte Motor Speedway races Smith has an average Average Running Position of 23.3. He has spent 7.0% of the races running in the top-15.
Smith has an average start position of 28.0 over the last five races at Charlotte Motor Speedway. His average finish position is 13.3.
|0 (0%)||0 (0%)||0 (0%)||1 (33%)||2 (67%)||3 (100%)|
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