Ford cyclist ABCD starts at same. And at same time and move in a straight line to reach their destinations that move with uniform velocity they reach the destination and disorder see greater than a greater than be greater than the first if the displacement is equals to time graph plotted for a cyclist which will be having highest slope
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Answered by
22
Final Answer : D>B>A>C
As Given in previous question:
Time in which they reach Destination :
C>A>B>D
Steps and Understanding:
1) According to the question, D reached earlier.
All were moving with constant velocity along a straight line.
2)So, Slope for Displacement Vs Time Graph will be maximum which has travelled with maximum constant velocity.
3) Since, Displacement is constant for all cyclists.
and Velocity is constant
=> Velocity is inversely proportional to time taken By cyclists.
=> Time Taken by cyclists C>A>B>D
=> Slope of S (displace) vs T (time)
= D>B>A>C.
As Given in previous question:
Time in which they reach Destination :
C>A>B>D
Steps and Understanding:
1) According to the question, D reached earlier.
All were moving with constant velocity along a straight line.
2)So, Slope for Displacement Vs Time Graph will be maximum which has travelled with maximum constant velocity.
3) Since, Displacement is constant for all cyclists.
and Velocity is constant
=> Velocity is inversely proportional to time taken By cyclists.
=> Time Taken by cyclists C>A>B>D
=> Slope of S (displace) vs T (time)
= D>B>A>C.
Answered by
3
Explanation:
answer D>B>A>C
hope it helps you
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