Let a+b+c =s and `|{:(s+c,,a,,b),(c,,s+a,,b),(c,,a,,s+b):}|=532` then the value of s is `"____"`

Let a+b+c =s and |{:(s+c,,a,,b),(c,,s+a,,b),(c,,a,,s+b):}|=432 then the value of s is "____"

Let a+b+c=s and |[s+c, a, b],[ c ,s+a, b],[ c, a , s+b]| is cqual to 54 then the value of s is

If s=(a+b+c),then value of |{:(s+c,a,b),(c,s+a,b),(c,a,s+b):}| is

If s=(a+b+c),then value of |{:(s+c,a,b),(c,s+a,b),(c,a,s+b):}| is

In DeltaABC if 2s =a +b+c and (s-b)(s-c)=x" sin"^(2)(A)/(2) ,then the value of x is

Without expanding show that, if s= a +b +c, then 2s is a factor of |{:( s+c, a,b),(c, s+a, b),(c,a,s+b):}|

If xy=a^2 and S = b^2x + c^2y where a, b and c are constants then the minimum value of S is

If xy=a^(2) and S=b^(2)x+c^(2)y where a,b and c are constants then the minimum value of S is