Statement I : The domain of f(x) = tan (\pi/{[x+2]}) is R - [-2 , -1] - [0, 1) Statement 2: Tanx is undefined when x = \pi/2 and \pi/{[x+2]} is undefined when [x + 2] = 0

Correct Answer is : Statement -I is true. Statement -2 is true and Statement -2 is correct explanation for Statement-1

Statement-1 is true. Statement-2 is true and Statement-2 is not correct explanation of Statement 1

Statement I is true. Statement 2 is false

Statement I is false. Statement 2 is true

Statement -I is true. Statement -2 is true and Statement -2 is correct explanation for Statement-1

JEE Mains Model Paper 22

Question : 61 of 90

Marks: +1, -0

Statement I : The domain of f(x) = tan (

[x+2]

) is R - [-2 , -1] - [0, 1)
Statement 2: Tanx is undefined when x =

and

[x+2]

is undefined when [x + 2] = 0

Statement-1 is true. Statement-2 is true and Statement-2 is not correct explanation of Statement 1
Statement I is true. Statement 2 is false
Statement I is false. Statement 2 is true
Statement -I is true. Statement -2 is true and Statement -2 is correct explanation for Statement-1

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