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A value which is greater than or equal to |a+b|+|a-b| is

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A value which is greater than or equal to |a+b|+|a-b| is

2(|a|+|b|)

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||a+b|+|a-b||

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2|a-b|

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2|b|

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$\sqrt{2(a^2+b^2+|a^2-b^2|)}$ \sqrt{2(a^2+b^2+|a^2-b^2|)}

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2|a|

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2|a+b|

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(|a+b|+|a-b|)^2

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$2\sqrt{|a^2-b^2|}$ 2\sqrt{|a^2-b^2|}

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|a+b|

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