Give me the answer plz
Answers
Answered by
4
Answer:
Given equation: ( a² + b² ) ( a² + b² ) - ( a² - b² ) ( a² - b² )
Simplification:
( a² + b² ) ( a² + b² ) can be written as ( a² + b² )².
Similarly,
( a² - b² ) ( a² - b² ) can be written as ( a² - b² )²
So now we get,
( a² + b² )² - ( a² - b² )²
This is of the form, a² - b² which can be written as ( a + b ) ( a - b ).
Here a = ( a² + b² ) and b = ( a² - b² ).
Substituting in the equation we get,
=> ( a² + b² + a² - b² ) ( a² + b² - ( a² - b² ) )
=> ( 2a² ) ( a² + b² - a² + b² )
=> ( 2a² ) ( 2b² )
=> 4a²b²
Hence 4a²b² is the required answer.
Similar questions