If a cos 2θ + b sin 2θ = c has α and β as its roots, then prove th

1.	If a cos 2θ + b sin 2θ = c has α and β as its roots, then prove that tan α + tan β = 2b/(a + c).
Answer» Answer: At PRESENT, there are about 2,000 known NEUTRON stars in the MILKY WAY and the Magellanic Clouds, the majority of which have been detected as RADIO pulsars.

If a cos 2θ + b sin 2θ = c has α and β as its roots, then prove that tan α + tan β = 2b/(a + c).

Answer»

Answer:

At PRESENT, there are about 2,000 known NEUTRON stars in the MILKY WAY and the Magellanic Clouds, the majority of which have been detected as RADIO pulsars.

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If a cos 2θ + b sin 2θ = c has α and β as its roots, then prove that tan α + tan β = 2b/(a + c).

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