A particle initially at rest start moving from reference point x=0 along x -axis the velocity

A particle initially at rest start moving reference pointx=0 along x -axis velocity v v = 4√x m/s

Evaluate ∫ e^2lnx dx

The position of ball rolling in the straight line is given by x=2+6.6t-1.1t^2, what is the velocity

Evaluate ∫ e^2x ( sin4x-2)dx/(1-cos4x)

Evaluate ∫ cosx-cos2x dx/1--cosx

Integration of ∫ dx/1+cos3x

A car cover AB distance with first one -third at velocity v1 m/s second one - third at v2 and last

Find Integration ∫ cos8x dx/1+cos8x

The angle between two vectors of equal magnitude is 120,prove the magnitude of their resultant is

Evaluate     ∫ e^x+1/x(1+x-1/x)dx

The position of stone dropped from rest from a cliff is given by x = 5t^2 what magnitude velocity

Find Integration: ∫ dx/sec2x(1- √2 sin2x)

S.H .M . oscillation is represented by x=0.34 cos(3000t+0.74) ,where x, and t mm and s determine (1)

Evaluate. ∫ (6cos2x+3 )dx/(x+ sin2x)

Evaluate   ∫ e^tanx dx/1-sin^2x

Evaluate ∫ (1+tan^2x)(1-sin^2x)dx

A gardener moves a lawn roller through a distance of 50 m withe force 50 N inclined at an angle of

Evaluate ∫(4x^2 + 4x + 1 )^2 dx

Find Integration of   ∫ dx/(x^8-x)

In an ac circuit containing pure inductance the voltage applied is 110v 50 Hz the current is 10A

Solve integration ∫ dx/x(x^6+1)

Solve integration ∫ dx/x(x^4-1)

Evaluate    ∫ 0 to π e^cosx dx /e^cosx +e-cosx

Evaluate ∫ 0 to 2π  dx/1+e^sinx

Evaluate ∫  √x dx /[(√x+√(4-x)]

Evaluate Evaluate ∫  -2 to 2 x^2 dx /1+5^x

Find Integration ∫ (10x^9+10^x ln10)dx/(x^10+10^x)

In a circuit the current wave is represented as t= 5sin(314t-π/4) find peak current, r.m.s current

A voltage of v volts is applied in a circuit containing only resistance of 10 Ω if the voltage wave

Evaluate integration ∫( x^2+1)dx /(x^4+1)

If α & β are the roote of equation 2x(2x+1)=1then β is is equal to

Integration of ∫ e^-5x .cos7x dx

Integration of ∫ dx/x^5+6x+5

A particle moves along the axis and has displacement according equation x = c(t^2-2)+c(t-2)^2

Integration of  ∫ (7e^5x +10)dx/(-8e^5x +3)

Find Integration ∫ e^3x sin2x dx

Write the a gle projection of the vector( 𝑏⃗+𝑐⃗) on the vector where 𝑎⃗ = 2î-2ĵ+k̂.𝑏⃗= 2î-2ĵ+k̂.

Evaluate  ∫ from e^2 to e^4 1/x[ (e^logx)^2+1)-1)dx/[(e^(logx)^2+1)^-1+e(6-logx)^2+1)^-1+1]

Evaluate  ∫ sec^2x dx/√(tan^2x+4) CBSE 2019

Evaluate ∫ from π/6 to π/3 (sinx+cosx)dx/√sin2x

A simple hamonic oscillation is represented by x=0.34 cos(3000t+0.74) wherex & t mm & sec respectiv

The relation between time t and distance x for a moving body is given as t =mx^2+nx,where m and n ar

Evaluate   ∫ (2x^3+1)dx/x^4+2x+1

A person travels x distance with velocity v1 and then x distance with velocity v2 same same directio

Evaluate: ∫ from π/6 to π/3 (sinx+cosx)dx/√sin2x

A gardaner a lawn roller through a distance of 50m with force 50 N inclined angle of 60

The velocity of a particle v = v0+gt+Ft^2 ,the position is x=0 at t=0, then it's displacement

Evaluate  ∫ x^5(1+3/x)^5 dx

An object move with speed v1 and v2 along a line segment AB,BC and CD respectively as shown in figu

Evaluate:  ∫ x^-6-1 dx / x^2+1

Evaluate  ∫ (sin2x) e^sec2x dx /cos^2 2x

How much work is required to accelerate a 1000 kg car from 20 m/ s to 30 m/ s

A car covet distance with first one-third at velocity v1 m/s second one - third at v2 m/s and last

Integration of ∫ [1+ tan^2(3x)]dx /tan(3x)

1 mole of eletron flow through a wire in 20 s, find the current through the wire

12 February 2026

The current of 500 mA flows through a wire for 2 minutes how many electron move through the wire

The charge flowing through a conductor is a functions of the time and is defined the equation

How much work is done to move a 1400kg ca from rest to 25/ if this take place over distance of 10 m