Factorise: x4 - (y+z)4
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Answer:
x4−(y+z)4
=(x2)2−{(y+z)2}2
=(x2+(y+z)2)(x2−(y+z)2)
=(x2+(y+z)2)(x+y+z)(x−y−z)
=(x2+y2+z2+2yz)(x+y+z)(x−y−z)
=1×(x2+y2+z2+2yz)×(x+y+z)×(x−y−z)
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