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Let Alpha, beta, gamma be the roots of f(x)=0 where f(x)=x3+x2-5x-1, find [alpha]+[beta]+[gamma]
4:40
Let Alpha, beta, gamma be the roots of f(x)=0 where f(x)=x3+x2-5x-1, find [alpha]+[beta]+[gamma]
Jee main 2024 must solve this problem
4:17
Jee main 2024 must solve this problem
Binomial lecture 2 JEE main and advanced
22:26
Binomial lecture 2 JEE main and advanced
Binomial theorem part 1
22:31
Binomial theorem part 1
Let A={1,2,3,5,8,9} then the number of possible functions f:A toA such that f(mn)=f(m)f(n)
6:20
Let A={1,2,3,5,8,9} then the number of possible functions f:A toA such that f(mn)=f(m)f(n)
JEE ADVANCED 2023 - Toughest question of area
15:15
JEE ADVANCED 2023 - Toughest question of area
Challenging Problem 01
5:01
Challenging Problem 01
There are three different pairs of shoes.Three person comes and pick shoes randomly (each gets
4:56
There are three different pairs of shoes.Three person comes and pick shoes randomly (each gets
JEE Main 2022 Application of derivatives question
7:41
JEE Main 2022 Application of derivatives question
The number of integral value of k for which the curve y=√(-x2-2x) and x+2y-k=0 intersect at 2 distin
8:06
The number of integral value of k for which the curve y=√(-x2-2x) and x+2y-k=0 intersect at 2 distin
JEE MAIN 2022 - Let f(x) be a polynomial function such that f(x)+f'(x)+f(x)=x^5+64
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JEE MAIN 2022 - Let f(x) be a polynomial function such that f(x)+f'(x)+f(x)=x^5+64
Let a be the real Root of equation x3-3x2+5x-17=0 and b be the real root of equation x3-3x2+5x+11=0
10:36
Let a be the real Root of equation x3-3x2+5x-17=0 and b be the real root of equation x3-3x2+5x+11=0
If f(x) = x^3+x, then the area bounded by curves y=f^-1(x), X axis and x=2 to x=10 is A. find 4A-50.
5:31
If f(x) = x^3+x, then the area bounded by curves y=f^-1(x), X axis and x=2 to x=10 is A. find 4A-50.
The number of one one function f:{a,b,c,d} to {0,1,2,.....10} such that 2f(a)-f(b)+3f(c)+f(d)=0 is?
9:11
The number of one one function f:{a,b,c,d} to {0,1,2,.....10} such that 2f(a)-f(b)+3f(c)+f(d)=0 is?
JEE Mains 2022 Integration question
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JEE Mains 2022 Integration question
the number of subsets R of P={1,2,3,4,......,9} which satisfy the property There exist integers
12:10
the number of subsets R of P={1,2,3,4,......,9} which satisfy the property There exist integers
Integrate (1+x -1/x)e^(x+1/x)
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Integrate (1+x -1/x)e^(x+1/x)
If hexagon are formed by joining the vertices of a 20 sided convex polygon such that no side of hexa
9:59
If hexagon are formed by joining the vertices of a 20 sided convex polygon such that no side of hexa
each of set Xi contains 10 element and Yi contains 5 element. If each element of set T is an element
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each of set Xi contains 10 element and Yi contains 5 element. If each element of set T is an element
Let there be three independent events E1, E2 and E3.Probability that only E1 occurs is alpha
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Let there be three independent events E1, E2 and E3.Probability that only E1 occurs is alpha
Advanced 2022 - in a study about a pandemic data of 900 person was collected, it was found that
6:07
Advanced 2022 - in a study about a pandemic data of 900 person was collected, it was found that
advanced 2022 Q1 - considering only principal values of inverse trigonometric function
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advanced 2022 Q1 - considering only principal values of inverse trigonometric function
A nine digit number is formed from 1,2,3,4,5 such that the product of all the digits is always 1920
4:13
A nine digit number is formed from 1,2,3,4,5 such that the product of all the digits is always 1920
AB is a chord of circle X2+Y2=25/2. P is a point such that PA=4,PB=3. if AB=3, Distance of P from O?
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AB is a chord of circle X2+Y2=25/2. P is a point such that PA=4,PB=3. if AB=3, Distance of P from O?
find number of solutions of f(f(x))=2
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find number of solutions of f(f(x))=2
shortest distance between circle and parabola
4:20
shortest distance between circle and parabola
circle basic
11:38
circle basic
Jee Advanced 2021 probability Question
12:45
Jee Advanced 2021 probability Question
the sum of 2011 terms of a GP is 200, the sum of 4022 terms of GP is 380, if the sum of 6033 terms
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the sum of 2011 terms of a GP is 200, the sum of 4022 terms of GP is 380, if the sum of 6033 terms
find the number of divisors of (2^2)*(3^3)*(5^3)*(7^5) which are of the form 4n+1.
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find the number of divisors of (2^2)*(3^3)*(5^3)*(7^5) which are of the form 4n+1.