Assertion : A : If p = 5 + tanα tanβ ; q = 5 + tanβ tanγ , r = 5 + tanγ tanα then the maximum value of \sqrtp + \sqrtq + \sqrtr is 45 where α + β + γ = π Reason : R : tanα tanβ + tanβ tanγ + tanγ tanα = 1 when α + β + γ = \pi/2

Correct Answer is : A is false but R is true

A and R arc correct. R is the correct explanation of A

A and R arc correct R is not the correct explanation of A

JEE Mains Model Paper 22

Question : 82 of 90

Marks: +1, -0

Assertion : A : If p = 5 + tanα tanβ ; q = 5 + tanβ tanγ , r = 5 + tanγ tanα then the maximum value of √p + √q + √r is 45 where α + β + γ = π
Reason : R : tanα tanβ + tanβ tanγ + tanγ tanα = 1 when α + β + γ =

A and R arc correct. R is the correct explanation of A
A and R arc correct R is not the correct explanation of A
A is true but R is false
A is false but R is true

Validate

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