If atana+root(a^2-1)tanb+root(a^2+1)tany=2A where A is non zero constant and where a,b,c are random angle..then find minimum value of3(tan^2a+tan^2b+tan^2y)

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Arun · Answer

Dear student Please attach an image or use brackets as itis not understandable that till where sqrt is used. Hope it helps Regards

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If atana+root(a^2-1)tanb+root(a^2+1)tany=2A where A is non zero constant and where a,b,c are random angle..then find minimum value of3(tan^2a+tan^2b+tan^2y)

If atana+root(a^2-1)tanb+root(a^2+1)tany=2A where A is non zero constant and where a,b,c are random angle..then find minimum value of3(tan^2a+tan^2b+tan^2y)

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If atana+root(a^2-1)tanb+root(a^2+1)tany=2A where A is non zero constant and where a,b,c are random angle..then find minimum value of3(tan^2a+tan^2b+tan^2y)

If atana+root(a^2-1)tanb+root(a^2+1)tany=2A where A is non zero constant and where a,b,c are random angle..then find minimum value of3(tan^2a+tan^2b+tan^2y)

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