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If (a^(2))/( b + c) = ( b^(2))/( c + a)...

If ` (a^(2))/( b + c) = ( b^(2))/( c + a) = ( c^(2))/( a + b)` = 1 then find the value of
`(2)/( 1 + a) + (2)/( 1 + b) + (2)/( 1 + c)`

A

0

B

1

C

2

D

3

Text Solution

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The correct Answer is:
C
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Knowledge Check

  • If (a^(2))/( b + c ) = (b ^(2))/(c + a) = (c ^(2))/( a + b) = 1 then (1)/( 1 + a ) + (1)/( 1 + b ) + (1)/(a + c) is

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  • If (a )/( a + c) + ( b)/( c + a) + ( c)/( a + b) = 1 then (a^(2))/( b + c) + ( b^(2))/( c + a) + ( c^(2))/( a + b) = ?

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