JEE Advanced Mathematics question
In each question, match every entry of Column I with the correct entry of Column II. (An entry of Column II may be used more than once.) Column I: (i) If then lies in (ii) If and such that then lies in (iii) If has a real solution for then lies in (iv) If and then lies in Column II: (a) (b) (c) (d)
Answer: (2)
Solution
**(i)** and , so . The inequality becomes , i.e. , i.e. . So → **(d)**. - **(ii)** , so . This means
See the full step-by-step solution
Create a free account to read the complete working, and practise questions like this in a timed test.
Create a free account