(1)( x+1-1)/x = 1 (2) (a + 2a - 3a)/(b+1) = 0 (3) (3cd² + 2c²d)/6c^3d^3
(4) [3/(2m-n)] - [1/(2m-n) ]= 2/(2m-n)
(5)[a/(a²-b²)] -(a-b)/(a²-b²) = b/(a²-b²)
(6)[a²/(a-1)] - [(a-1)x(a-1)]/(a-1)
=(a² - a² +2a - 1)/(a-1)
=(2a - 1)/ (a-1)
(1)( x+1-1)/x = 1 (2) (a + 2a - 3a)/(b+1) = 0 (3) (3cd² + 2c²d)/6c^3d^3
(4) [3/(2m-n)] - [1/(2m-n) ]= 2/(2m-n)
(5)[a/(a²-b²)] -(a-b)/(a²-b²) = b/(a²-b²)
(6)[a²/(a-1)] - [(a-1)x(a-1)]/(a-1)
=(a² - a² +2a - 1)/(a-1)
=(2a - 1)/ (a-1)