If m=|a+b|-|b-1|-|a-c|-|1-c|, then is the value of -1001? Bac ─┴────┴──┴───┴─┴─> 0 1 ) There's a bounty on your head by 10:00 this evening! Invalid if too much! ] The position of rational numbers a, b, c on the number axis is shown in the figure. If m=|a+b|-|b-1|-|a-c|-|1-c|, then the value of -1001 is? Bac ─┴────┴──┴───┴─┴─> 0 1 ) There's a bounty on your head by 10:00 this evening! Invalid if too much! ]

If m=|a+b|-|b-1|-|a-c|-|1-c|, then is the value of -1001? Bac ─┴────┴──┴───┴─┴─> 0 1 ) There's a bounty on your head by 10:00 this evening! Invalid if too much! ] The position of rational numbers a, b, c on the number axis is shown in the figure. If m=|a+b|-|b-1|-|a-c|-|1-c|, then the value of -1001 is? Bac ─┴────┴──┴───┴─┴─> 0 1 ) There's a bounty on your head by 10:00 this evening! Invalid if too much! ]

It's -1001m!
M=|a+b|-|b-1|-|a-c|-|1-c|
|A+b|=-a-b
|B-1|=1-b
|A-c|=c-a
|1-C|=1-c
M=-a-b-(1-b)-(c-a)-(1-c)
M=-a-b-1+b-c+a-1+c
M=-2
Therefore -1001m=-1001*(-2)=2002

The position of rational numbers a, b, c on the number axis is simplified as follows:|abc|/abc+(a+b+c)/|a+b+c|-|bc|/bc-(c-b)/|c-b|-a/|a A is equal to -2b on the number axis and 1c is equal to -1 The above error, a, on the number axis is supposed to be equal to -4b and 1c is equal to -1, which is only determined by my naked eye, because no map is uploaded.

A is on the number axis when it is equal to -1c and is equal to -1, because a*b*c=positive, so |abc|/abc=1, because a+b+c=negative, so (a+b+c)/|a+b+c|=-1, because b*c=negative, so |bc|/bc=-1; because (c-b)=negative, so (c-b)/|c-b|=-1; because a is negative, a/|a|=-1; |Abc|/abc+(a+b+c)/|a+b+c|-|bc|/bc-(c-b)/|c-b|-a/|a|=1+(-1)+(-1)+(-1)+(-1)+(-1)=-3