Respuesta :
hello :
by identity : (a-b)² = a² +b² -2ab
(x√7-3√8)(x√7-3√8) = (x√7-3√8)² = (x√7)²+(3√8)² -2(x√7)(3√8)
=7x²+72 -6x√56
= 7x²+72-6x√(14×4)
= 7x²+72-12x√(14).because :√(14×4)=2√14
Answer B
by identity : (a-b)² = a² +b² -2ab
(x√7-3√8)(x√7-3√8) = (x√7-3√8)² = (x√7)²+(3√8)² -2(x√7)(3√8)
=7x²+72 -6x√56
= 7x²+72-6x√(14×4)
= 7x²+72-12x√(14).because :√(14×4)=2√14
Answer B
In the given option Option B is the correct answer 7 x² + 72 - 12√14 x .
What is an Identity ?
An identity is an equation which is always true, no matter what values are substituted.
(a-b)² = a² + b² -2ab
here the given expression is
(x√7-3√8)(x√7-3√8)
here a = x√7
and b = 3√8
(a-b)² = (x√7-3√8)²
(x√7-3√8)² = (x√7)² + (3√8)² - 2 *x√7 *3√8
(x√7-3√8)² = 7 x² + 72 - 12√14 x
Therefore In the given option Option B is the correct answer 7 x² + 72 - 12√14 x .
To know more about Identity
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