Видео ютуба по тегу @Easymath4Jee

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 circle C in complex plane pass through the points z1= 3+4i, z2 = 4+3i and z3 = 5i. If z ≠ z1
Let a circle C in complex plane pass through the points z1= 3+4i, z2 = 4+3i and z3 = 5i. If z ≠ z1
DEFINTIE INTEGRAL CAPSULE | QUICK REVISION | COMPLETE CHAPTER | SMART CLASS | @EasyMath4Jeee
DEFINTIE INTEGRAL CAPSULE | QUICK REVISION | COMPLETE CHAPTER | SMART CLASS | @EasyMath4Jeee
Let a circle C pass through the points (4,2) and (0,2), and its centre lie on 3x+2y+2 =0. Then the
Let a circle C pass through the points (4,2) and (0,2), and its centre lie on 3x+2y+2 =0. Then the
Let (x,y,z) an arbitrary point lying on a plane P which passes through the points (42,0,0), (0,42,0)
Let (x,y,z) an arbitrary point lying on a plane P which passes through the points (42,0,0), (0,42,0)
If z1, z2 are complex numbers such that Re(z1)=|z1-1|, Re|z2-1| and arg(z1-z2)=π/6, then Im(z1+z2)
If z1, z2 are complex numbers such that Re(z1)=|z1-1|, Re|z2-1| and arg(z1-z2)=π/6, then Im(z1+z2)
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 value of (lim)┬(n→∞) 1/n ∑_(j=1)^n▒  ((2j-1)+8n)/((2j-1)+4n) is equal to : @EasyMath4Jeee
The value of (lim)┬(n→∞) 1/n ∑_(j=1)^n▒  ((2j-1)+8n)/((2j-1)+4n) is equal to : @EasyMath4Jeee
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
Consider a circle C which touches the y-axis at (0, 6) and cuts off an intercept 6sqrt(5) on the x
Consider a circle C which touches the y-axis at (0, 6) and cuts off an intercept 6sqrt(5) on the x
Let A={z€C: 1 less than or equal to |z-(1+i)| less than or equal to 2} and B={z€A: |z-(1-i)|=1}. Th
Let A={z€C: 1 less than or equal to |z-(1+i)| less than or equal to 2} and B={z€A: |z-(1-i)|=1}. Th
VECTOR ALGEBRA CAPSULE | QUICK REVISION |COMPLETE CHAPTER |SMART CLASS | @EasyMath4Jeee
VECTOR ALGEBRA CAPSULE | QUICK REVISION |COMPLETE CHAPTER |SMART CLASS | @EasyMath4Jeee
The function f(x), that satisfies the condition f(x) = x + ∫0 π/2 sin x . cosy f(y)dy,
The function f(x), that satisfies the condition f(x) = x + ∫0 π/2 sin x . cosy f(y)dy,
Let S be the sample space of all five digit numbers.It p is the probability that a randomly selected
Let S be the sample space of all five digit numbers.It p is the probability that a randomly selected
BEST STRATEGY FOR JEE 2026 | JEE 2026 | ROADMAP FOR JEE 2026 | #jee2026 ⁨@EasyMath4Jeee⁩
BEST STRATEGY FOR JEE 2026 | JEE 2026 | ROADMAP FOR JEE 2026 | #jee2026 ⁨@EasyMath4Jeee⁩
Let [x] denote gif and let m and n be the numbers of point, where function f(x) = [x] + |x-2|
Let [x] denote gif and let m and n be the numbers of point, where function f(x) = [x] + |x-2|
A spherical chocolate ball has a layer of ice-cream of uniform thickness around it. When the thickn
A spherical chocolate ball has a layer of ice-cream of uniform thickness around it. When the thickn
The area of the region {(x , y) :| x - 1| ≤ y ≤ √(5-x^2)} is equal to @EasyMath4Jeee #iitjee2025
The area of the region {(x , y) :| x - 1| ≤ y ≤ √(5-x^2)} is equal to @EasyMath4Jeee #iitjee2025
Two squares are chosen at random on a chessboard (see figure). The probability that they have a side
Two squares are chosen at random on a chessboard (see figure). The probability that they have a side