Question

Factorise : 64p^6 – q^6.
​

Answer 1

Answer:

=p^6(64-1)

Step-by-step explanation:

i hope it's helpful to you

Answer 2

Answer:

64p^6-q^6.

((4p³))³-((q³))³.

It is in the form of a³-b³=(a-b)(a²+b²+ab).

Where a=(4p)³ & b=(q)³.

((4p)³)³-((q)³)³=((4p)³-(q)³)((4p³)²+((q)³)²+((4p)³)((q)³).

=(4p³-q³)(4p^6+q^6+4p³q³).

=4p³(4p^6+q^6+4p³q³)-q³(4p^6+q^6+4p³q³).

=16p^9+4p³q^6+16p^6q³-4p^6q³-q^9-4p³q^6.

=16p^9+16p^6q³-4p^6q³-q^9.

I think this is your answer.