Видео с ютуба Higher Order Derivatives Of Logarithmic Function
Q) The remainder by 428^2024 is divided by 21 is #binomial theorem #jee2026 # class 11 #maths
Q) If 1,log_10 (4^𝑥−2) and log_10 (4^𝑥+18/5) are in arithmetic progression for a real number x ,
Q) If 𝑆 is the sum of the first 10 terms of the series tan^(−1) (1/3)+tan^(−1) (1/7)+ tan^(−1) (1/
Q) Let 𝑎_1=1,𝑎_2,𝑎_3,𝑎_4,…. be consecutive natural numbers. Then tan^(−1) (1/(1+a_1 a_2 ))+tan
Q) If the solution of the equation log_cos𝑥 cot𝑥+4log_sin𝑥 tan𝑥=1, 𝑥∈(0,𝜋/2), is sin^(−1) (
Differentiation
Q) The remainder when (3)^2022 is divided by 5 is #maths #jee #jee2025 #mathematics #jeemaths
Q) If the domain of the function 𝑓(𝑥)=(cos^(−1) √(𝑥^2−𝑥+1))/√(sin^(−1) ((2𝑥−1)/2) )s the inter
12 Most Important Question Series 12 | Higher Order derivatives | Class 12 | Komal Sharma | 2026
Q) Let S be the set of all 𝛼∈R such that the equation, cos 2𝑥+𝛼 sin 𝑥=2𝛼−7 has a solution. Then
Q) The value of 2sin(12^∘ )−sin(72^∘ ) is #jee #jee2025 #maths #jeebatch #jeepreparation #jeemaths
Q) Let S be the set of all 𝛼∈R such that the equation, cos 2𝑥+𝛼 sin 𝑥=2𝛼−7 has a solution.
Q) If the domain of the function 𝑓(𝑥)=(cos^(−1) √(𝑥^2−𝑥+1))/√(sin^(−1) ((2𝑥−1)/2) )s the inter
Q) Let S be the set of all 𝛼∈R such that the equation, cos 2𝑥+𝛼 sin 𝑥=2𝛼−7 has a solution. The
Q) For the differentiable function 𝑓:ℝ−{0}→ℝ, let 3𝑓(𝑥)+2𝑓(1/𝑥)=1/𝑥−10, then |𝑓(3)+𝑓^′
Q) The value of 2sin(12^∘ )−sin(72^∘ ) is #jee #jee2025 #maths #jeebatch #jeepreparation #jeemaths
Q) If the domain of the function 𝑓(𝑥)=(cos^(−1) √(𝑥^2−𝑥+1))/√(sin^(−1) ((2𝑥−1)/2) )s the inter
Q) The value of 2sin(12^∘ )−sin(72^∘ ) is #jee #jee2025 #maths #jeebatch #jeepreparation #jeemaths
Q) If 10sin^4 𝜃+15cos^4 𝜃=6, then the value of (−27cosec^6 𝜃+8sec^6 𝜃)/(16sec^8 𝜃) #jee #maths
Q) The number of distinct solutions of the equation, log_(1/2) |sin𝑥|=2−log_(1/2) |cos𝑥| in the int