\(\displaystyle if, \frac{a}{b} = \frac{c}{d} = \frac{e}{f} \\ Show \ that, \frac{ 2a^4b^2 + 3a^2c^2-5e^4f }{ 2b^6 + 3b^2d^2-5f^5 } = \frac{a^2ce}{b^2df} \)
I tried making a,b,c as subject but it resulted in two variable equation which was unable to be plugged into the 2nd equation and arrive in single variable solution.
So I don't even know where to start actually?
I tried making a,b,c as subject but it resulted in two variable equation which was unable to be plugged into the 2nd equation and arrive in single variable solution.
So I don't even know where to start actually?