Find the product of an expression and its conjugate. (Simplify your answer completely) 7+^3

Yasir Arafat asked Aug 27, 2023

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Yasir Arafat asked Aug 27, 2023

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20 votes

EXPLANATION

Given the expression 7 + √3, the conjugate is as follows:

$\text{Conjugate: 7-}\sqrt[]{3}$
$\text{Product:}(7+\sqrt[]{3})(7-\sqrt[]{3})=49-7\sqrt[]{3}+7\sqrt[]{3}-3=49-3=46$

Hence, the conjugate is 7 - √3 and the product 46.

MasterV answered Aug 31, 2023

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