If `x+y+z=0` , prove that `|[xa, yb,zc],[yc, za, xb], [zb, xc, ya]|=x y z|[a, b, c],[c ,a, b],[...

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If ` x/(xa+yb+zc) = y/(ya+zb+xc) = z/(za+xb+yc)" and " x + y + z ne 0`, then show that ea If ` x/(xa+yb+zc) = y/(ya+zb+xc) = z/(za+xb+yc)" and " x + y + z ne 0`, then show that ea
Viral Math Solution "If, x^a=y, y^b=z, z^c=x, Then, abc=?" | Mathematics Solution Viral Math Solution "If, x^a=y, y^b=z, z^c=x, Then, abc=?" | Mathematics Solution
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determinant (x a x+a ,y b y+b , z c z+c)=0 || det (x a x+a ,y b y+b , z c z+c)=0 determinant (x a x+a ,y b y+b , z c z+c)=0 || det (x a x+a ,y b y+b , z c z+c)=0
Find value of (xA+yB+zC)/(xB+yC+zA) for any x, y, z where A, B, C are cube roots of P. Find value of (xA+yB+zC)/(xB+yC+zA) for any x, y, z where A, B, C are cube roots of P.
If a^x=b^y=c^z and b^2=ac prove that If a^x=b^y=c^z and b^2=ac prove that 'y=2xz/(x+z)' | if a^x = b^y = c^z and b^2 = ac, then z equals
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if x+y+A+B=xyC than x+y+z+A+B+C=? #trendingshort if x+y+A+B=xyC than x+y+z+A+B+C=? #trendingshort