( x-1)+(x-2)+....+ (x-19)+(x-20)=610.
=>(x+x+x+...x)+(1+2+3+...+20)=610
=> 20x + 210 = 610
=> 20x =610-210
=> 20x =400
=> x =400:20
=> x = 20
( x - 1 ) + ( x - 2 ) + . . . . . + ( x - 19 ) + ( x - 20 ) = 610
=> ( x + x + . . . . . + x + x ) - ( 1 + 2 + . . . . . + 19 + 20 ) = 610
=> ( x + x + . . . . . + x + x ) - \(\left\{\left[\left(20-1\right):1+1\right]\cdot\left(20+1\right)\right\}:2\) = 610
=> ( x + x + . . . . . + x + x ) - 210 = 610
=> x * 20 = 610 + 210
=> x * 20 = 820
=> x = 820 : 20
=> x = 41
(x-1)+.....+(x-20)=610
(x+.....+x)-(1+2+.....+20)=610
20x-210=610
20x=610-210=400
x=400:20=20
Ta có: (x-1)+(x-2)+(x-3)+...+(x-19)+(x-20)=610
=> (x+x+x+..+x (20x) )-(1+2+3+...+20)=-610
=> 20x-210=-610
=> 20x=(-610)+210
=> 20x=-400
=> x=(-400):20
=> x=-20
Vậy x là -20
(x - 1) + (x - 2) +.....+ (x - 19) + ( x - 20) = 610
=>(x + x + x...+ x) - (1 + 2 + 3 +...+ 20) = 610
=> 20x - 210 = 610.
=> 20x = 610+210
=> 20x = 820
=> x = 820 : 20
=> x = 41