Average acceleration is defined as:
.
In words, this definition indicates that the acceleration is
equal to the rate at which the velocity is changing.  Since 
 is a positive scalar,
the two vectors in the definition, 
 and 
, have the same
direction.  
Point D is a turning point, hence the velocity of the ball at point D is zero. Consider a small portion of the motion with an initial point at point D and a final point just after point D. Since the velocity at point D is zero,
 = ![]()
You indicated that the acceleration at point D is directed into the
page.  Since 
 and 
 have the same
direction, and since 
, this means that the
final velocity of the ball (i.e., the velocity just after point D) is also directed into
the page.  Is the ball really moving into the
page just after point D?