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Derivation of Velocity-Time Relation by Graphical Method

A particle pr...

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A particle protected from origin moves in a xy plane with a velocity v=3 I+6xj where I and j are the unit vector along a x and y axis.find the equation of path followed by the particle

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Q. A particle projected from origin moves in x-y plane with a velocity

\to v = 3^i + 6 x^j

^i

^j

are the unit vectors along x and y axis. Find the equation of path followed by the particle.

Q. A particle projected from origin moves in

x - y

plane with a velocity

\to v = 3^i + 6 x^j

^i

^j

are the unit vectors along

x

y

axis. Find the equation of path followed by the particle

Q. A particle at rest is projected from the origin moves in

x - y

plane with a velocity of

\to v = (3^i + 6 x^j) m/s

^i

^j

are unit vectors along

+ x

+ y

axis. Which of the following equations represent the equation of path followed by the particle?

Q. A particle at rest is projected from the origin moves in

x - y

plane with a velocity of

\to v = (3^i + 6 x^j) m/s

^i

^j

are unit vectors along

+ x

+ y

axis. Which of the following equations represent the equation of path followed by the particle?

Q. A particle moves in the

x y

v = a^i + b x^j

^i

^j

are the unit vectors along

x

y

axis. The particle starts from origin at

t = 0

. Find the radius of curvature of the particle as a function of

x

.

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Derivation of Velocity-Time Relation by Graphical Method

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