if a = 1+√7 find minus 6 /a
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We are given a= 1 + |7
[(consider ( | ) means under root ]
we have to find -6/a
on putting the value of a
Then,
-6 / 1 +|7
On ratationalising
Therefore,
-6 (1-|7) / (1 + |7 )(1 - |7)
We know that [ a^2 - b^2 = ( a+ b)( a - b)]
then,
-6 ( 1 - |7 ) / 1^2 - |7^2
-6 ( 1 - |7 ) / 1 - 6
-6 ( 1 - |7 ) / 1 - 7
-6 ( 1 - |7 ) / 6
-( 1 - |7 )
-1 + |7 Answer
[(consider ( | ) means under root ]
we have to find -6/a
on putting the value of a
Then,
-6 / 1 +|7
On ratationalising
Therefore,
-6 (1-|7) / (1 + |7 )(1 - |7)
We know that [ a^2 - b^2 = ( a+ b)( a - b)]
then,
-6 ( 1 - |7 ) / 1^2 - |7^2
-6 ( 1 - |7 ) / 1 - 6
-6 ( 1 - |7 ) / 1 - 7
-6 ( 1 - |7 ) / 6
-( 1 - |7 )
-1 + |7 Answer
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