Solve the following:
(i) (a -3b)^3 + (a + 3b)^3
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ANSWER:
WE NEED A FACTOR THAT MAKES OUR EXPRESSION ZERO WHEN IT IS ZERO
IF (a, b, c) IS THE FACTOR, THEN F (a, b, c) =0
LETS EXPRESS a FOR F (a, b, c) =0
a= g (b, c)
g (b, c) 3+b3+c3–3g (b, c) bc = 0.
−b3−c3−3bc2−3b2c+x (SOMETHING) +b3+c3+3bc2+3b2c+x (OTHER THING)
=x( AN EXPRESSION )
SO NOW WE KNOW THAT a= −b−c WILL MAKE IT 0
ONE OF ITS FACTOR IS (a+b+c)
NOW DIVIDE THE EXPRESSION
a3+b3+c3−3abc= (a+b+c) (a2+b2+c2−ab−ac−bc)
THANK YOU
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