Sederhanakanlah bentuk pecahan aljabar berikut dengan pemfaktoran

a. 6xy/12x² =…
b. 3x-9/3=….
c. 18a-12a³³/6a =…
d. 8x³-24xy/12x=….
e. y²+2y/y+2 =….
F. X-4/X²-4x =…
g. x²-16/x²-x-20 =..
h. 8x-12/6x²-5x-6 =….
i. 2x²+x-15/4x²-25 =….
j. x²-3x-10/3x²-19x+20 =….

Sederhanakanlah bentuk pecahan aljabar berikut dengan pemfaktoran

$a) : frac{6xy}{12 {x}^{2}} = frac{y}{2x}$
$b) : 3x - frac{9}{3} \ = 3x - 3 \ = 3(x - 1)$
$c) : 18a - frac{12 {a}^{33}}{6a} \ = 18a - {2a}^{32} \ = 2a(9 - {a}^{31})$
$d) : {8x}^{3} - frac{24xy}{12x} \ = {8x}^{3} - 12y \ = 4({x}^{3} - 3y)$
$e) : {y}^{2} + frac{2y}{y} + 2 \ = {y}^{2} + 2 + 2 \ = {y}^{2} + 4$
$f) : x - frac{4}{{x}^{2}} - 4x \ = - 3x- frac{4}{{x}^{2}}( times {x}^{2} ) \ = { - 3x}^{3} - 4$
$g) : {x}^{2} - frac{16}{{x}^{2}} - x - 20( times {x}^{2}) \ = {x}^{4} - 16 - {x}^{3} - {20x}^{2}$
$h) : 8x - frac{12}{{16x}^{2}} - 5x - 6 \ = 3x - frac{3}{{4x}^{2}} - 6( times {4x}^{2} ) \ = {12x}^{3} - 3 - {24x}^{2} \ = {12x}^{3} - {24x}^{2} - 3$
$i) : {2x}^{2} + x - frac{15}{ {4x}^{2}} - 25 : ( times {4x}^{2} ) \ = {8x}^{4} + {4x}^{3} - 15 - {100x}^{2}$
$j) : {x}^{2} - 3x - frac{10}{{3x}^{2}} - 19x + 20 \ = {x}^{2} - 22x - 20 - frac{10}{{3x}^{2}} ( times {3x}^{2} ) \ = {x}^{4} - 66 {x}^{3} - {60x}^{2} - 10$