SolveIt is under development
— some pages and features may change.
SolveIt
JEE Main
Home
Board Papers
▾
NEET
▾
JEE Main
▾
NCERT Solutions
▾
Exemplar
▾
Concept Maps
▾
Resources
Practice
Progress
Home
›
JEE Main
›
Mathematics
›
Applications of Derivatives
›
Proving Inequalities Using Monotonicity
JEE Main Mathematics · Applications of Derivatives · 2 questions, latest first
Practice these 2 →
If the function f(x)=(1/x)^2 x; x>0 attains the maximum value at x=1/e then:
2024
6 April, Shift 2 · Q8
Let f:[2,4] → R be a differentiable function such that (x log_e x) f^′(x)+( log_e x) f(x)+f(x) ≥ 1, x ∈[2,4] with f(2)=1/2 and…
2023
11 April, Shift 1 · Q10