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

Find Integration  ∫ 3x^5 dx/1+x^12

A particle is moving along the x-axis its position as a function of time is given by x= At^2+B,hereA

Find Integration ∫ dx/ √x+^3√x

Find area of parallelogram whose adjacent sides determine by vector 𝑎⃗ =î- ĵ+3k̂ & 𝑏⃗=2î--7ĵ+k̂

Integration of Integration  Integration   ∫ dx/(5+4x-x^2)

Integration  Integration   ∫ dx/(9+4x^2)

Integration   ∫ dx/√(9-4x^2)

Integration   ∫ 2x dx /(x^2+1)(x^2+2)

An object execute S.H.M.with an amplitude of 0.17 m and time 0.84 s determine frequency, angular f

The equation of S.H.M is given x=6sin10πt+8cos10πt where x is cm t is s find time period ,amplitude

A sportsman runs around a circular track of radius r such that he traveller's the path ABAB. the

The surface area of a cube increase at the rate of 72 cm^2/s find the rate change of its volume

Solve integration: ∫( 1×3x)dx/√(2x+3x^2)

Solve integration ∫ e^3x sin2x dx

Solve integration ∫ dx/3+2cos^2x

Solve integration ∫ (7e^5x+10)dx/-8e^5x +4

If 𝑎⃗ = î +ĵ-2k̂.  𝑏⃗ == î +2ĵ+2k̂, 𝑐⃗=-î +2ĵ-k̂ three perpendicular both( 𝑎⃗ +𝑏⃗ )&(𝑏⃗- 𝑐⃗)

If |𝑎⃗| = 2, |𝑏⃗| =7 and 𝑎⃗×𝑏⃗ =3î +2ĵ+6k̂ find angle between  𝑎⃗ and 𝑏⃗

Evaluate   ∫ sinx dx/sin(x-2a)

If 𝑎⃗ = î +ĵ-2k̂ and 𝑏⃗ =- î +2ĵ+2k̂ & 𝑐⃗ =- î +2ĵ-k̂ are find perpendicular 𝑎⃗+𝑏⃗ &𝑏⃗-𝑐⃗

Evaluate  : ∫ cos^2x dx /1- cos^2x

Evaluate:    ∫ 0 to 2π dx/1+e^sinx

If lim x tends o 3+α sinx +β cosx +log(1-x)/3tan^2x=1/3 then 2α - β

Integration ∫ 3 dx/1- sin^22x

The radius of circle is increase at the uniform rate 3 cm/s at the instant when the radius of circle

Q   dy/dx 2x cosy^2 find y

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

In an a.c circuit containing the voltage amplitude is 110v ,50 Hz while the current is 10 A .find

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

Integration of   ∫ e^-5 . Cos7x d

If two line L : x=5,y/3-a=y/-2,L2 x/2,y_-1,z/2-a are perpendicular the value of alpha

integration short cut trick  ∫ dx/x(x^6+1)