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Simplified form of √72 + √162 + √128 =

A23√2

B16√2

C17√2

Dnone of these

Answer:

A. 23√2

Read Explanation:

72+162+128\sqrt{72}+\sqrt{162}+\sqrt{128}

=62+92+82=6\sqrt2+9\sqrt2+8\sqrt2

=232=23\sqrt2


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