Q) tan^(−1) ((1+√3)/(3+√3))+ sec^(−1) (√((8+4√3)/(6+3√3))) is #jee #maths #jee2026 #iitjee #inve
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Q) tan^(−1) ((1+√3)/(3+√3))+ sec^(−1) (√((8+4√3)/(6+3√3))) is #jee #maths …
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Q) The value of 1/1!50!+1/3!48!+1/5!46! +…+1/49!2!+1/51!1! is #jee #maths #jeeadvanced #jeemains
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Q) The value of 1/1!50!+1/3!48!+1/5!46! +…+1/49!2!…
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If 𝜋/2≤3𝜋/4, then .cos^(−1) (12/13 cos𝑥+5/13 sin𝑥) is equal to(1) 𝑥−tan^(−1) 4/3(2) 𝑥−tan^(−1
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If 𝜋/2≤3𝜋/4, then .cos^(−1) (12/13 cos𝑥+5/13 sin𝑥) is equal to(1) 𝑥−tan^(…
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Q) If S..n = 4 + 11 + 21 + 34 + 50 + ..... to n terms, then 1/60 (S_29-S_9) is equal to
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Q) If S..n = 4 + 11 + 21 + 34 + 50 + ..... to n terms, then 1/60 (S_29-S_9) i…
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Q) If tanA=1/√(𝑥(𝑥^2+𝑥+1) ), tan𝐵=√𝑥/√(𝑥^2+𝑥+1) and tan𝐶=(𝑥^(−3)+𝑥^(−2)+𝑥^(−1) )^(1/2),0𝐴,𝐵,
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Q) If tanA=1/√(𝑥(𝑥^2+𝑥+1) ), tan𝐵=√𝑥/√(𝑥^2+𝑥+1) and tan𝐶=(𝑥^(−3)+𝑥^(−2)…
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Q) If tan 15^∘+1/tan⁡75^∘ + 1/(tan⁡105^∘ +tan⁡195^∘=2a, then the value of (𝑎+1/𝑎) is: #jee2026
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Q) If tan 15^∘+1/tan⁡75^∘ + 1/(tan⁡105^∘ +tan⁡195^∘=2a, the…
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The sum of all possible values of 𝜃∈[−𝜋,2𝜋], for which (1+𝑖cos𝜃)/(1−2𝑖cos𝜃) is purely imagina
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The sum of all possible values of 𝜃∈[−𝜋,2𝜋], for which (1+𝑖cos𝜃)/(1−2𝑖cos𝜃) i…
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Q) The remainder by 428^2024 is divided by 21 is #binomial theore…
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Q) Let 𝑥∗𝑦=𝑥^2+𝑦^3 and (𝑥∗1)∗1=𝑥∗(1∗1).Then a value of 2sin…
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Q) The number of solutions of |cos𝑥|=sin𝑥, such that −4𝜋≤𝑥≤4𝜋 is
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Q) If 2^10+2^9.3^1 + 2^8.3^2 +...+2 × 3^9 + 3^10 = S - 2^11 then S is #je…
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Q) Let 𝑧_1 and 𝑧_2 be two complex number such that 𝑧_1+𝑧_2=5 and 𝑧_1…
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Q) The value of 1+1/(1+2)+ 1/(1+2+3)+…+1/(1+2+3+…+11) is #j…
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Q) The remainder when (11)^1011+ (1011)^11 is divided by 9 is #jee #…
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Q) If 7 = 5 + 1/7(5 + a) + 1/7^2(5+2a)+1/7^3 (5+3α) +.....∞ th…
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Q) If 𝛼+𝑖𝛽 and 𝛾+𝑖𝛿 are the roots of 𝑥^2−(3−2𝑖)𝑥−(2𝑖−2) =0, then 𝛼𝑦+𝛽𝛿 is #jee2026
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Q) If for some 𝛼,𝛽;𝛼≤𝛽, 𝛼+𝛽=8 and sec^2 (tan^(−1) 𝛼)+cose^2 (cot^(−1) 𝛽)=36, …
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Q) Let A be a 3×3 real matrix ,If det(2Adj(2Adj(Adj(2𝐴))))=2^41, then …
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Q) Let 𝑧∈𝐶 be such that (𝑧^2+3𝑖)/(𝑧−2+𝑖)=2+3𝑖. Then the sum of …
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