Factorise:
(i) 15(5x - 4)2 - 10(5x - 4)
(ii) 3a2x - bx + 3a2-b
(iii) b(c- d)2 + ad -c) + 3(c - d)
(iv) ax2 + b2y - ab2 – x2y
(v) 1 - 3x – 3y - 4(x + y)2
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(I) 15(25x
2
+16−40x)−10(5x−4)
=375x
2
+240−600x−50x+40
=375x
2
−650x+280
=5(75x
2
−130x+56)
=5(75x
2
−60x−70x+56)
=5(15x)(5x−4)−(14)(5x−4)
=5(15x−14)(5x−4)
(ii) 3a2 x - bx + 3a2 - b
= x (3a2 - b) + 1 (3a2 - b)
= (x + 1) (3a2 - b)
(iii)
(iv) see in photo
(v) see in photo
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