Given:
Therefore,
…… (1)
Now, we know that
Therefore equation (1) becomes
…… (2)
Now, by applying Invertendo to equation (2)
We get,
…… (3)
Now, multiplying by on both sides
We get,
Therefore, 3 cancels out on R.H.S and
We get,
Now by applying dividendo in above equation
We get,
…… (4)
Now, multiplying by on both sides of equation (3)
We get,
Therefore, 2 cancels out on R.H.S and
We get,
Now by applying componendo in above equation
We get,
…… (5)
Now, by dividing equation (4) by equation (5)
We get,
Therefore,
Therefore, on L.H.S cancels out and we get,
Now, by taking 2 in the numerator of L.H.S on the R.H.S
We get,
Therefore, 2 cancels out on R.H.S. and
We get,
Hence,