Question

216a³+125b³
please reply
the question.​

Answer 1

Answer:

The factor of 216a^3-125b^3 is

(6a-5b)(36a^2+30ab+25b^2)

:D

Answer 2

Answer:

a³+b³= (a-b)( a²+b²+ab)

(6a)³-(5b)³= (6a-5b)( (6a²)+(5b)²+6a*5b)

(6a)³-(5b)³= (6a-5b)(36a²+25b²+30ab)

$a³-b³= (a-b)( a²+b²+ab)</p><p>(6a)³-(5b)³= (6a-5b)( (6a²)+(5b)²+6a*5b)</p><p>(6a)³-(5b)³= (6a-5b)(36a²+25b²+30ab)$