A certain board game has a row of squares numbered 1 to 100. If a game piece is placed on a random square and then moved 7 consecutive spaces in a random direction, what is the probability R the piece ends no more than 7 spaces from the square numbered 49?
Choose the correct choice
A) 7%  B) 8%  C) 14%  D) 15%  E) 28%
OA is E   required prob is 7 spaces any side of 49.   so total 14 spaces are required in 7 moves which can be achieved by max 7 move on any side   so total spaces = 28   probability R= 28%.28%
<result>E</result>
A certain board game has a row of squares numbered 1 to 100. If a game piece is placed on a random square and then moved 7 consecutive spaces in a random direction, what is the probability R the piece ends no more than 7 spaces from the square numbered 49?