SECTION 3 (Maximum Marks: 12)
• This section contains FOUR (04) questions.
• Each question has TWO (02) matching lists: LIST - I and LIST - II.
• FOUR options are given representing matching of elements from LIST - I and LIST - II. ONLY ONE of these four options corresponds to a correct matching.
• For each question, choose the option corresponding to the correct matching.
• For each question, marks will be awarded according to the following marking scheme:
Full Marks: +3 If ONLY the option corresponding to the correct matching is chosen.
Zero Marks: 0 If none of the options is chosen (i.e. the question is unanswered).
Negative Marks: —1 In all other cases.
Let 
and 
Here, the inverse trigonometric function 
assumes values in 
Let 
be the function defined by 
and g : E 2 
R be the function defined by 
List I | List II |
P. The range of f is | 1. |
Q. The range of g contains | 2. (0,1) |
R. The domain of f contains | 3. |
S. The domain of g is | 4. |
5. | |
6. |
The correct option is :
4; Q 
2; R 
1; S 
1
3; Q 
3; R 
6; S 
5
4; Q 
2; R 
1; S 
6
4; Q 
3; R 
6; S 
5
Text Solution
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