Asked by reuben
                ^440 squareroot (a+b)^440
my answer: |a+b|
add. squareroot 7a + 4 squareroot 28a^3
?
            
        my answer: |a+b|
add. squareroot 7a + 4 squareroot 28a^3
?
Answers
                    Answered by
            drwls
            
    sqrt(7a) + 4 sqrt(28a^3)
=sqrt (7a) + 4 sqrt(4a^2*7a)
=sqrt(7a) + (4*2a)sqrt*7a)
= (1 + 8a) * sqrt(7a)
    
=sqrt (7a) + 4 sqrt(4a^2*7a)
=sqrt(7a) + (4*2a)sqrt*7a)
= (1 + 8a) * sqrt(7a)
                    Answered by
            drwls
            
    The meaning of what you wrote is unclear. If you meant the 440th root of (a+b)^440, then the answer is a + b. Since this is an even-numbered power, 
-a-b is also an answer.
    
-a-b is also an answer.
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