Physics, asked by htntyt, 11 months ago

here is the question

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Answered by Anonymous
5

Solution :

 \bigstar \:  \boxed{ \large{ \pink{ \bold{ \sf{Displacement : }}}}} \:  \bigstar

  • Displacement is defined as the shortest distance between initial and final point.
  • In other words, The line segment joining from initial point to final point.
  • Displacement is vector quantity.
  • Displacement can be positive, negative or zero.
  • SI unit if displacement is m

 \bigstar \:  \boxed{ \bold{ \sf{ \blue{ \large{Distance : }}}}} \:  \bigstar

  • Distance is defined as total length of path which is covered by moving body.
  • Distance is scalar quantity.
  • It has always positive magnitude.
  • SI unit of distance is m

 \bigstar \:  \boxed{ \bold{ \sf{ \green{ \large{Velocity : }}}}} \:  \bigstar

  • Velocity is defined as ratio of displacement to the total time of journey
  • Velocity is vector quantity.
  • SI unit of velocity is m/s

 \bigstar \:  \boxed{ \bold{ \sf{ \orange{ \large{Speed :}}}}} \:  \bigstar

  • Speed is defined as ratio of total distance travelled to the total time taken.
  • Speed is scalar quantity.
  • SI unit of speed is m/s
Answered by Anonymous
2

 \mathtt{ \huge{ \fbox{Answer :)}}}

 \starDisplacement

\mathtt{ \huge{ \fbox{Explaination  :)}}}

Displacement is defined as the line segment joining from initial point to final point

It is denoted by " s "

 \large \mathtt{ \fbox{Displacement \:  (s) = Velocity × time }}

The SI unit of displacement is meter

It is vector quantity because it has both magnitude and direction

Displacement can be negative , positive or zero

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