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∫1/sin x−sin 2x dx | jee mains integartion | class 12 integration| important problems on intefration

∫1+x cos x/ x(1−x^2 e^2^sin x) dx | jee mains integration questions |class 12 maths |jee |

∫sin^3 x cos^5 x dx | jee mians integration| class 12 integration |important integration problem

∫x^5 (1+x^3) ^2⁄3 dx |jee maisn important integration problems| class 12 |integration

∫√4+x^2 / x^6 |jee mians integration |important class 12 integration

∫tan(2 tan^−1 √√1+√x −1/√1+√x +1 )dx |jee mians important integration |jee advance

∫x−1/(x+1) √x^3+x^2+x dx |jee mians integration class 12 maths|jee advance

integration of ∫x^4−2 /x^2√x^4+x^2+2 ⅆx| jee mains integration|jee advance| class 12

Set A and B have 3 & 6 elements respectively. What can be the minimum number of elements in A∪B |jee

The value of cos1cos2cos3……………….cos178cos179 is | jee mains trigonometry |class 11 trigonometry

trigonometry problems | jee mains trigonometry |class 11 trigonometry

Let f(x)={(−2sin⁡x,x∈[−π,−π/2]@asin⁡x+b,x∈(−π/2,π/2)@cos⁡x,x∈(π/2,π).If f(x) is conti on [−π,π],a,b

Let f(x)={α(x)sin⁡πx/2,x≠0@1,x=0)Where α(x) is such that lim(x→0)α(x)=∞, f(x)is continuous at x=0

The function f(x)={(x^2/a,x∈[0,1) ,a,x∈[1,√2)@(2b^2−4b)/x^2 ,X∈[√2,∞)┤Is continuous for x∈[0,∞),then

The set of points where the function f(x)=[x]+|1−x|,−1≤x≤3Is not differentiable, [⋅]=gif |jee mains

∫cosec⁡x/cos^2⁡(1+log⁡tan⁡x/2 ) ⅆx| integration |jee mains| class 12

∫1/(x√(x^2−16)) ⅆx | integration of 1/x square root of x power 6 -16 |jee mains| class 12 maths

∫1/(x√(x^2−a^2 )) ⅆx | integration of 1/x square root of x square -a square |jee mains| class 12

If f(x)=(1-cos⁡4x)/x^2,xless0a,x=0(√x)/(√(16+√x) −4),xgreater0)is continuous at x=0,find a|jee mains

The solution set of the in equation|[|x|−7]|−5 less than0,is[.] greatest integer function|jee main

∑(2r−1) =x, then lim(n→∞) [1^3/x^2 +2^3/x^2 +3^3/x^2 +⋯−n^3/x^2 ] |jee mains limit |class11&12 limit

if the function f(x) satisfies lim(x→0) (f(x)−2)/(x^2−1)=π,then find lim(x→1) f(x)| limits important

Let f(x),g(x) be real valued functions such that f(x)g(x)=1then prove that (𝑓′′ (𝑥))/(𝑓′(𝑥) )−(𝑔′′(𝑥

If g is the inverse of f,then prove that 𝑓^′′ (𝑔(𝑥))=−𝑔^′′ (𝑥) (𝑓^′ (𝑔(𝑥)))^3|jee mains derivatives

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