MCQ (Previous Year Questions) - Limit (Competition Level 1) - JEE MCQ
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18 Questions MCQ Test - MCQ (Previous Year Questions) - Limit (Competition Level 1)
MCQ (Previous Year Questions) - Limit (Competition Level 1) for JEE 2024 is part of JEE preparation. The MCQ (Previous Year Questions) - Limit (Competition Level 1) questions and answers have been prepared
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MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 1
If f(1) = 1, f' (1) = 2, then 
[AIEEE 2002]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 1
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 2
The value of 
[AIEEE 2002]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 2
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Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 3
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 4
(where [x] denotes greatest integer less than or equal to x)
[AIEEE-2002]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 4
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 5
If 
the value of k is -
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 5
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 6
Let f(a) = g(a) = k and their nth derivatives f n (a), gn(a) exist and are not equal for some n. Further if 
then the value of k is-
[AIEEE 2003]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 6
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 7
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 8
then the values of a and b, are-
[AIEEE 2004]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 8
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 9
Let α and β be the distinct roots of ax2 + bx + c = 0, then 
is equal to -
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 9
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 10
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 11
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MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 13
The integer n for which 
is a finite non-zero number is
[JEE 2002 (Scr.)]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 13
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 14
If 
= 0 (n > 0)then the value of ‘a’ is equal to
[JEE 2003 (Scr.)]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 14
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 15
For x > 0, 
[JEE 2006, 3]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 15
*Multiple options can be correct
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 16
Let L = 
a > 0, If L is finite, then
[JEE 2009, 4]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 16
MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 17
If 
[1 + x In (1+b2)]1/x = 2b sin2 θ, b > 0 and θ ∈ (-π, π]. Then the value of θ is
[JEE 2011, 3]
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 17
Detailed Solution for MCQ (Previous Year Questions) - Limit (Competition Level 1) - Question 18
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