Please give the solution for the question in the attachment
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Step-by-step explanation:
a³ - 2√2b³
This can be written as a³ - (√2b)³
Now a³ - b³ = ( a - b ) ( a² + b² + ab) is an identity.
=> a³ - (√2b)³ = ( a - √2 b) [ a² + ( √2b )² +( a ) (√2 b ) ]
=> a³ - 2√2b³ = (a - √2 b) ( a² + 2b² + √2 ab)
This is the correct answer
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