The position of rational numbers a, b, c on the number axis is shown in the figure: simplified algebraic formula |a|-|a+b||c-a||b-c| The —|———|——|——|—————— points from left to right are: c,0, a, b The position of rational numbers a, b, c on the number axis is shown in the figure: simplified algebraic formula |a|-|a+b||c-a||b-c| —|———|——|——|—————— Points from left to right are: c,0, a, b

The position of rational numbers a, b, c on the number axis is shown in the figure: simplified algebraic formula |a|-|a+b||c-a||b-c| The —|———|——|——|—————— points from left to right are: c,0, a, b The position of rational numbers a, b, c on the number axis is shown in the figure: simplified algebraic formula |a|-|a+b||c-a||b-c| —|———|——|——|—————— Points from left to right are: c,0, a, b

According to the figure, c <0< a < b,
A >0, a|=a
A >0, b >0, a+b|=a+b
C < a, c-a <0, c-a|=a-c
B > c, b-c >0, b-c|=b-c
Original formula = a-a-b+a-c+b-c=a-2c

The position of rational numbers a and b on the number axis is shown in the figure. Then the following formula does not hold true:() A.a > b B.a <1 C.ab <0 D.b <1 The position of rational numbers a and b on the number axis is shown in the figure. Then the following formula does not hold true:() A.a > b B.a <1 C. ab <0 D.b <1

It can be seen from the figure: b <0,a>1, according to the positive number is greater than all negative numbers, so a > b, ab <0, b <1;
Therefore, B.