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Question: If the acute angles between the pairs of lines \(3x^{2} - 7xy + 4y^{2} = 0\) and \(6x^{2} - 5xy + y^...

If the acute angles between the pairs of lines 3x27xy+4y2=03x^{2} - 7xy + 4y^{2} = 0 and 6x25xy+y2=06x^{2} - 5xy + y^{2} = 0 be θ1\theta_{1} and θ2\theta_{2} respectively, then

A

θ1=θ2\theta_{1} = \theta_{2}

B

θ1=2θ2\theta_{1} = 2\theta_{2}

C

2θ1=θ22\theta_{1} = \theta_{2}

D

None of these

Answer

θ1=θ2\theta_{1} = \theta_{2}

Explanation

Solution

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