Multiply and simplify, if possible. All variables represent positive real numbers. $( \sqrt { 7 x } + \sqrt { 2 y } ) ( \sqrt { 7 x } - \sqrt { 2 y } )$

Name: Multiply and simplify, if possible. All variables represent positive real numbers. $( \sqrt { 7 x } + \sqrt { 2 y } ) ( \sqrt { 7 x } - \sqrt { 2 y } )$
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The Answer of Multiply and simplify, if possible. All variables represent positive real numbers. $( \sqrt { 7 x } + \sqrt { 2 y } ) ( \sqrt { 7 x } - \sqrt { 2 y } )$

Multiply and Simplify, If Possible (7x+2y)(7x−2y)( \sqrt { 7 x } + \sqrt { 2 y } ) ( \sqrt { 7 x } - \sqrt { 2 y } )(7x​+2y​)(7x​−2y​)

Multiply and Simplify, If Possible $( \sqrt { 7 x } + \sqrt { 2 y } ) ( \sqrt { 7 x } - \sqrt { 2 y } )$