If x^2-yz/a=y^2-zx/b=z^2-xy/c then prove that (a+b+c)(x+y+z)=ax+by+cz

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.যদি (x^2-yz)/a =(y^2-zx)/b =(z^2-xy)/ c হয়,তবে প্রমান করো (a+b+c)(x+y+z)=ax+by+cz.যদি (x^2-yz)/a =(y^2-zx)/b =(z^2-xy)/ c হয়,তবে প্রমান করো (a+b+c)(x+y+z)=ax+by+cz
If ax=by=cz then prove that x^2/( yz )+y^2/( zx )+z^2/( xy )=bc/( a^2 )+ac/( b^2 )+ab/( c^2 )If ax=by=cz then prove that x^2/( yz )+y^2/( zx )+z^2/( xy )=bc/( a^2 )+ac/( b^2 )+ab/( c^2 )
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If `x/a = y/b = z/c `, then show that ` (x^(2)-yz)/(a^(2)-bc) = (y^(2)-zx)/(b^(2) - ca) = (z^(2)-xy)If `x/a = y/b = z/c `, then show that ` (x^(2)-yz)/(a^(2)-bc) = (y^(2)-zx)/(b^(2) - ca) = (z^(2)-xy)
if (x²-yz)/(a²-bc)=(y²-zx)/(b²-ca)=(z²-xy)/(c²-ab); then prove that x/a=y/b=z/cif (x²-yz)/(a²-bc)=(y²-zx)/(b²-ca)=(z²-xy)/(c²-ab); then prove that x/a=y/b=z/c
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if by+cz/b^2+c^2=cz+ax/c^2+a^2=ax+by/a^2+b^2 then prove that-x/a=y/b=z/cif by+cz/b^2+c^2=cz+ax/c^2+a^2=ax+by/a^2+b^2 then prove that-x/a=y/b=z/c