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6•x + 6 • 1/8- 2x -3/16= 3/1• 3/4x - 3• 1/4 - 3/8• 3x- 3/8•2;
6x+ (6:2)/1• 1/(8:2) -2x- 3/16= 9/4x- 3/4- 9/8x- 3/(8:2) • (2:2)/1;
6x+ 3/1• 1/4- 2x- 3/16= 9/4x- 3/4- 9/8x- 3/4• 1/1;
6x+ 3/4- 2x- 3/16= 9/4x- 3/4- 9/8x- 3/4;
6x-2x- 9/4x+ 9/8x= -3/4 -3/4 + 3/4+ 3/16;
4x -9/4x+ 9/8x= -3/4+ 3/16;
4x+ 9/8x- 9/4x= 3/16- 3/4;
(4•8)/(1•8)x + 9/8x - (9•2)/(4•2)x = 3/16- (3•4)/(4•4);
32/8x+ 9/8x- 18/8x= 3/16- 12/16;
23/8x= -9/16;
X= -9/16: 23/8;
X= -9/16• 8/23;
X= -9/(16:8) • (8:8)/23;
X= -9/2• 1/23;
X= -9/46;
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6(x+1/8)-2x-3/16= 3(3x/4-1/4)-3/8(3x-2); ----->>>>
6•( [-9/46]+ 1/8) -2• [-9/46] -3/16= 3• (3/4• [-9/46]- 1/4)- 3/8• (3• [-9/46] -2);
(6• -9)/46+ (6•1)/8 - (2• -9)/46 - 3/16= (3• 3• -9)/(4•46) - (3•1)/4 - (3•3• -9)/(8•46) + (3•2)/8;
(3• -9)/23+ (3•1)/4 - (1• -9)/23 - 3/16= (-81/184) - 3/4- (-81)/368) + (3•1)/4;
-27/23+ 3/4+ 9/23- 3/16= -81/184- 3/4+ 81/368+ 3/4; -18/23+ (3•4)/(4•4) -3/16= 81/368 - (81•2)/(184•2);
-18/23 +12/16- 3/16= 81/368- 162/368; -18/23+ 9/16= -81/368;
-(18•16)/(23•16)+ (9•23)/(16•23)= -81/368;
-288/368 + 207/368= -81/368;
-81/368= -81/368 ;