factorise: 1) 1-64a^3 , 2) 8a^3 - 27b^3
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Answered by
6
1-64a³
=1³-(4a)³
using a³-b³=(a-b) (a²+ab+b²)
= (1-4a) (1²+1*4a+(4a)²)
=(1-4a)(1+4a+16a²)
=1³-(4a)³
using a³-b³=(a-b) (a²+ab+b²)
= (1-4a) (1²+1*4a+(4a)²)
=(1-4a)(1+4a+16a²)
Bhupalji99:
great
Answered by
2
Hi
Here is your answer
★thanks★
1 - 64a³
= ( 1 )³ - ( 4a )³
= ( 1 - 4a ) ( 1 + 4a + 16a² )
====================================
8a³ - 27b³
= (2a)³ - (3a)³
= ( 2a - 3b ) ( 4a²+ 6ab + 9a² )
====================================
Here is your answer
★thanks★
1 - 64a³
= ( 1 )³ - ( 4a )³
= ( 1 - 4a ) ( 1 + 4a + 16a² )
====================================
8a³ - 27b³
= (2a)³ - (3a)³
= ( 2a - 3b ) ( 4a²+ 6ab + 9a² )
====================================
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