Question

Explain


GALLIAN TRAMSFORMATION.


ITS RESULTS

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$\bf{gallian \: transformation}$
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Answer 1

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GALILEAN TRANSFORMATIONS

The consequences research work of Galileo on the motion of the projectile led him to formulate transformations which later on ,were called after his name 'Galilean transformations'. These are used to describe the motions which are observed by two observers in two different inertial frames.

HIS MAIN RESULTS ARE AS FOLLOWS

✴ the motion of a particle projected at any angle maybe derived from the motion of the particle thrown vertically upward.

✴ if a particle is thrown straight up from a cart which is moving with uniform speed, the observer on the cart may see the particle moving up and down but the motion observed by an observer on the ground maybe described by superimposing the motion of the cart into that of projectile.

Answer 2

HEre Is Your Ans ⤵

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➡It Is set of equations in classical physics that relate the space and time coordinates of two systems moving at a constant velocity relative to each other

➡Galileo Give More Information about This concepts in his description of uniform motion

➡Galilean transformations Is also Known Newtonian transformations

➡ The Galilean transformations form a group, which is a subgroup of the group of non-homogeneous (general) Galilean transformations

Result :-

# Galilean transformations formally express the ideas that space and time are absolute that length , time , and mass are independent of the relative motion of the observer that the speed of light depends upon the relative motion of the observer

# The Motion Of particle Projected At Any Angle be a derived From the Motion Of The Particle Throw Verticle Upward

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