Question

1. If aa + bb = abc, then what is the value of a+b+c= ?

Answer 1

May be this your answer...I am not sure.....Sorry

Answer 2

Given aa+bb=abc,

From this , we cann write ,

• a = $\frac{aa+bb}{bc}$
• b = $\frac{aa+bb}{ac}$

• c =  $\frac{aa+bb}{ab}$

Now for , a+b+c , we will insert the values written above,

       a+b+c =  $\frac{aa+bb}{bc}$ +  $\frac{aa+bb}{ac}$ + $\frac{aa+bb}{ab}$

                 = $\frac{a(aa+bb) + b(aa+bb) + c(aa+bb)}{abc}$

                = $\frac{(aa+bb)( a+b+c )}{abc}$

    a+b+c  = $\frac{2(a+b)(a+b+c)}{abc}$