It is known that the value of the cubic +bx+1 of the algebraic expression ax is 6 when x=2, and the value of the cubic +bx+1 of the algebraic expression ax is obtained when X=2. Note: I am still in seventh grade,* symbol

It is known that the value of the cubic +bx+1 of the algebraic expression ax is 6 when x=2, and the value of the cubic +bx+1 of the algebraic expression ax is obtained when X=2. Note: I am still in seventh grade,* symbol

When x=2, the algebraic expression ax3+bx+1=6
That is, when x=2, the algebraic expression ax3+ bx=5
It can be seen from the observation that the algebraic expression ax3+bx when substituted with -x is exactly opposite to the original expression, that is, when substituted with -x, its value is -(ax3+bx).
So when x =-2, ax 3+ bx =-5
So when x=-2, ax3+bx+1=-5+1=4

When x=1, the value of algebraic expression ax3+bx+1 is 2012. When x=1, the value of algebraic expression ax3+bx+1 is ______.

When x=1, ax3+bx+1=a+b+1=2012, i.e. a+b=2011,
When x=-1, the algebraic expression ax3+bx+1=-a-b+1=-2011+1=-2010.
Therefore, the answer is:-2010

When x=1, ax3+bx+1=a+b+1=2012, i.e. a+b=2011,
When x=-1, the algebraic expression ax3+bx+1=-a-b+1=-2011+1=-2010.
Therefore, the reply is:-2010