Question

factorise the polynomials 2x⁴-32​

Answer 1

Answer:

By taking 2 as common. 2x4−32=2(x2−16)

We can further write it as. 2x4−32=2[(x2)2−42]

We get, 2x4−32=2[(x2+4)(x2−4)]

So we get, 2x4−32=2[(x2−22)(x2+4)]

By using the formula. 2x4−32=2[(x+2)(x−2)(x2+4)]

2x4−32=2(x+2)(x−2)(x2+4)

Step-by-step explanation:

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Answer 2

Answer:

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