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The two lines on the position-time graph describes the motion of two different
objects. How much faster (in m/s) is the faster object moving compared to the
slower object?
Position (m)
10
Time (s)

The two lines on the positiontime graph describes the motion of two different objects How much faster in ms is the faster object moving compared to the slower o class=

Respuesta :

Answer:

0.25 m/s

Step-by-step explanation:

object a

10/20=0.5 m/s

object b

4/20=0.25 m/s

0.5-0.25=0.25 m/s more

twice b's speed

The speed of object x is faster than object y by 0.3 m/s

We have two lines on the position-time graph describes the motion of two different objects.

Let us consider two objects as x and y

We know speed= Rate of change of Distance /Rate of change of time

Speed of object [tex]x = \frac{ (10-0)}{(20-0)} =0.5 m/s[/tex]

Speed of object [tex]y = \frac{ (15-11)}{(20-0)} =\frac{4}{20} =0.2 m/s[/tex]

 Difference between the speed of the objects= 0.5-0.2=0.3 m/s more

Speed of object x is faster.

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