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the Integral of ∫cos(ln(x)) dx is equal to  @Easymath4jee #integrals #iitjeepreparation #maths

the Integral of ∫cos(ln(x)) dx is equal to @Easymath4jee #integrals #iitjeepreparation #maths

STRAIGHT LINE IIT JEE |ONE SHOT  | TOP 40 PYQ's for JEE MAIN IN ONE SHOT| IIT PYQ | #iitjee2026

STRAIGHT LINE IIT JEE |ONE SHOT | TOP 40 PYQ's for JEE MAIN IN ONE SHOT| IIT PYQ | #iitjee2026

Let 9 distinct balls be distributed among 4 boxes, B_{1} B_{2} B_{3} and B_{4} If the probability th

Let 9 distinct balls be distributed among 4 boxes, B_{1} B_{2} B_{3} and B_{4} If the probability th

The lowest integer which is greater than (1 + 1/(10 ^ 100)) ^ (10 ^ 100) is @EasyMath4Jeee

The lowest integer which is greater than (1 + 1/(10 ^ 100)) ^ (10 ^ 100) is @EasyMath4Jeee

DEFINTIE INTEGRAL CAPSULE | QUICK REVISION | COMPLETE CHAPTER | SMART CLASS | @EasyMath4Jeee

DEFINTIE INTEGRAL CAPSULE | QUICK REVISION | COMPLETE CHAPTER | SMART CLASS | @EasyMath4Jeee

Let [x] denote greatest integer less than or equal to x. Iffor n ∈ℕ, (1-x+x^3)^n = ∑_j=0^3 n a_j x^j

Let [x] denote greatest integer less than or equal to x. Iffor n ∈ℕ, (1-x+x^3)^n = ∑_j=0^3 n a_j x^j

If 10 different balls are to be placed in 4 distinct boxes at random, then the probability that two

If 10 different balls are to be placed in 4 distinct boxes at random, then the probability that two

Let |z_1 -8 -2i | ≤ 1 and |z_2 - 2 + 6i| ≤ 2 , z_1  ,z_2∈C.Then the minimum value of |z_1 - z_2 | is

Let |z_1 -8 -2i | ≤ 1 and |z_2 - 2 + 6i| ≤ 2 , z_1 ,z_2∈C.Then the minimum value of |z_1 - z_2 | is

The number of complex numbers z, satisfying |z| = 1 and |(z/z ̅ ) + (z ̅/z) | = 1 , is #iitjee2025

The number of complex numbers z, satisfying |z| = 1 and |(z/z ̅ ) + (z ̅/z) | = 1 , is #iitjee2025

The image of the point (3, 5) in the line x - y +1 =0, lies on  @EasyMath4Jeee #iitjee2026 #iitjee

The image of the point (3, 5) in the line x - y +1 =0, lies on @EasyMath4Jeee #iitjee2026 #iitjee

If the probability of hitting a target by a shooter in any shot, is 1/3, then the minimum number of

If the probability of hitting a target by a shooter in any shot, is 1/3, then the minimum number of

Let a_1  ,a_2  ,…,a_2024 be an Arithmetic Progression such that a_1+(a_5+a_10+a_15+⋯+a_2020 )+a_2024

Let a_1 ,a_2 ,…,a_2024 be an Arithmetic Progression such that a_1+(a_5+a_10+a_15+⋯+a_2020 )+a_2024

A hall has a square floor of dimension 10m × 10m (see the figure) and vertical walls. If the angle

A hall has a square floor of dimension 10m × 10m (see the figure) and vertical walls. If the angle

The Value of ‘sum_(r=0)^(20).^50-r)C_6’ is  @EasyMath4Jeee  #iitjee #iitjee2026  #iitpreparation

The Value of ‘sum_(r=0)^(20).^50-r)C_6’ is @EasyMath4Jeee #iitjee #iitjee2026 #iitpreparation

Let the acute angle bisector of the two planes x - 2y - 2z + 1 and 2x - 3y - 6z + 1 = 0 be the plane

Let the acute angle bisector of the two planes x - 2y - 2z + 1 and 2x - 3y - 6z + 1 = 0 be the plane

3D GEOMETRY / PLANE  CAPSULE | COMPLETE CHAPTER | QUICK REVISION | SMART CLASS |  @EasyMath4Jeee

3D GEOMETRY / PLANE CAPSULE | COMPLETE CHAPTER | QUICK REVISION | SMART CLASS | @EasyMath4Jeee

The term independent of x in  (((x+1))/((x^(2/3)+1-x^(1/3) ) )- ((x-1))/((x-x^(1/2) ) ))^10 #jee

The term independent of x in (((x+1))/((x^(2/3)+1-x^(1/3) ) )- ((x-1))/((x-x^(1/2) ) ))^10 #jee

Binomial Theorem in 10 min– Super Revision 🚀 | Score Booster for JEE |Complete Revision| #iitjee

Binomial Theorem in 10 min– Super Revision 🚀 | Score Booster for JEE |Complete Revision| #iitjee

The coefficient of t^4 in the expansion of ((1-t^6)/(1-t))^3 is @EasyMath4Jeee #iitjee2026 #iitjee

The coefficient of t^4 in the expansion of ((1-t^6)/(1-t))^3 is @EasyMath4Jeee #iitjee2026 #iitjee

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