Let p = lim x → 0⁺ (1 + tan²√x)^(1 / 2x) then log p is equal to | Limit

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Let p= lim┬(x→0^+ )⁡〖(1+〖tan〗^2 √x)^(1/2x) 〗, then log p is equal to ______ Let p= lim┬(x→0^+ )⁡〖(1+〖tan〗^2 √x)^(1/2x) 〗, then log p is equal to ______
Q) Let 𝑝=lim(𝑥→0^+ ) (1+tan^2 √𝑥)^(1/2𝑥) then log 𝑝 #jee #maths #jee2025 #limits #jee2026 #jee Q) Let 𝑝=lim(𝑥→0^+ ) (1+tan^2 √𝑥)^(1/2𝑥) then log 𝑝 #jee #maths #jee2025 #limits #jee2026 #jee
Q) Let 𝑝=lim(𝑥→0^+ ) (1+tan^2 √𝑥)^(1/2𝑥) then log 𝑝 #jee #maths #jee2025 #limits #jee2026 #jee Q) Let 𝑝=lim(𝑥→0^+ ) (1+tan^2 √𝑥)^(1/2𝑥) then log 𝑝 #jee #maths #jee2025 #limits #jee2026 #jee
Let p=Lim x tends to 0+ (1+tan^2 x)^1/2x, then log p is equal to: | Limits and Continuity| JEE Mains Let p=Lim x tends to 0+ (1+tan^2 x)^1/2x, then log p is equal to: | Limits and Continuity| JEE Mains
Let `p=lim_(x- gt0^+)(1+tan^2 sqrt(x))^(1/(2x))` then log p is equal to` Let `p=lim_(x- gt0^+)(1+tan^2 sqrt(x))^(1/(2x))` then log p is equal to`
This is a very famous limit This is a very famous limit
Q) If lim (𝑥→0) { (tan x / x )^(1/x^2) } = p , then 96 log p is equal to #jeemaths #jee #jeebatch Q) If lim (𝑥→0) { (tan x / x )^(1/x^2) } = p , then 96 log p is equal to #jeemaths #jee #jeebatch
Let p=lim _x → 0+(1+tan ^2√(x))^1/2 x then logis equal to : [JEE Main-2016] (1) 2 (2) 1 (3) 1 / 2... Let p=lim _x → 0+(1+tan ^2√(x))^1/2 x then logis equal to : [JEE Main-2016] (1) 2 (2) 1 (3) 1 / 2...