A particle starting with initial velo...

A particle starting with initial velocity of 26 m/sec moves with a uniform acceleration of 6m/sec2. Find (i) the velocity of the particle after 7 seconds. (ii) how far it will go in 6 seconds. (iii) its velocity when is has traversed 100 m.

Topper's Solved these Questions

CUET MOCK TEST 2022
XII BOARDS PREVIOUS YEAR|Exercise Question|49 Videos

Similar Questions

Explore conceptually related problems

A particle starting with initial velocity of 30m/sec moves with a uniform acceleration of 9m/sec2. Find :(a) the velocity of the particle after 6 seconds.(b) how far it will go in 9 seconds.(c) its velocity when is has traversed 150m.

The velocity of a body moving with a uniform acceleration of 2m//sec^(2) is 10m//sec . Its velocity after an interval of 4sec is

A particle is moving along straight line with initial velocity +7m//sec and uniform acceleration -2m//sec^(2) . The distance travlled by the particle in 4th second of its motion is:

A particle starts from rest and moves with an acceleration of a={2+|t-2|}m//s^(2) The velocity of the particle at t=4 sec is

A particle has an initial velocity of 9m//s due east and a constant acceleration of 2m//s^(2) due west. The displacement coverd by the particle in the fifth second of its motion is :

A particle is moving with initial velocity 1m/s and acceleration a=(4t+3)m/s^(2) . Find velocity of particle at t=2sec .

If body having initial velocity zero is moving with uniform acceleration 8m//sec^(2) the distance travelled by it in fifth second will be

A particle starts moving with velocity "vecV=hat i(m/s)", and acceleration "vec a=(hat i+hat j)(m/s^(2))".Find the radius of curvature of the particle at "t=1sec".

A particle is projected with a velocity of 39.2m/sec at an elevation of 30. Find (i) the time of flight.(ii) the greatest height.

A particle is moving with an initial velocity of 2m/s and covers a distance of 20m in 5s. Find (a) acceleration of particle (b) time taken by the particle to attain a velocity of 10m/s.

XII BOARDS PREVIOUS YEAR-BOARD PAPER SOLUTIONS-All Questions

Find the equation of the sphere which passing through the points (0...
Text Solution
|
Find the value of lambda , which makes the vectors vec a ,\ vec b...
Text Solution
|
A particle starting with initial velocity of 26 m/sec moves with a ...
Text Solution
|
A body of mass 50 kg, suspended by two strings of lengths 30 cm and...
Text Solution
|
Find the point on the curve y^2=4x which is nearest to the point (2, 1...
Text Solution
|
Show that a cylinder of a given volume which is open at the top has...
Text Solution
|
If y=acos(logx)+sin(logx), prove that (x^2d^2)/(dx^2)+\ x(dy)/(dx)+y=...
Text Solution
|
Verify Rolle's theorem for the function on f(x)=\ x^2-5x+6 on [2, 3].
Text Solution
|
Using matrices, solve the following system of equations: 2x-y+z=\ -3,...
Text Solution
|
Evaluate : int(2x-3)/(x^2+\ 3x-18)\ dx
Text Solution
|
Find the derivative of cos(2x+1) w.r.t. x from first principle.
Text Solution
|
Evaluate: l i m xvecoo\ ((sqrt(1+x)\ -\ sqrt(1-x))/(sin^(-1)x))
Text Solution
|
Find the value of k for which the function f(x)={k x+5, if\ x\ lt=2x-...
Text Solution
|
Solve the following differential equation : ("x"^2-1)"dy"/("dx")+2"x...
Text Solution
|
Using integration calculate the area of the region bounded by the t...
Text Solution
|
Evaluate int0^2(2x^2+\ x+5)dx as limit of a sum.
Text Solution
|
Solve the following differentia equation: ("y"^2-"x"^2)"dy"=3"x ydx...
Text Solution
|
Verify that "y"="A c o s x"-"B s i nx" is solution of the differenti...
Text Solution
|
A window is in the form of a rectangle surmounted by a semi-circle....
Text Solution
|
An open box, with a square base, is to be made out of a given quantity...
Text Solution
|