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

Science & Mathematics by Anonymous 2018-06-18 01:04:11

Social Science

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

2 answers

  • Anonymous

    1/(a+1) + 1/(b+1) + 1/(c+1)= 1 or 3 Wolfram alpha

  • Anonymous

    a^2= b+c, b^2= c+a , c^2= a+b a = -sqrt(b + c); a = (b^2) - c; a = (c^2) - b; c = b^2 - b or c = b^2 - b + 1 or c = b or c = -b - 1;

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