a person has to go 50m due south,40m due west and 20m due north to reach his destinations.the displacement of person is
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Refers to the attachment for the Answer.
From the attachment, Initial position of the Person is A and the Final Position is D.
We know that the Displacement is the shortest Distance between the Initial and the Final Position.
∴ Displacement will be AD, since it is the Shortest distance between the Initial and the Final Positions.
From the Figure,
AB = 50 m
AE = AB - BE
= 50 - 20
= 30 m
DE = CB = 40 m
In Δ ADE,
Applying Pythagoras theorem,
∴ AD² = AE² + DE²
⇒ AD² = (30)² + (40)²
∴ AD² = 900 + 1600
∴AD² = 2500
⇒ AD = 50
Hence, the displacement will be 50 m.
Hope it helps.
From the attachment, Initial position of the Person is A and the Final Position is D.
We know that the Displacement is the shortest Distance between the Initial and the Final Position.
∴ Displacement will be AD, since it is the Shortest distance between the Initial and the Final Positions.
From the Figure,
AB = 50 m
AE = AB - BE
= 50 - 20
= 30 m
DE = CB = 40 m
In Δ ADE,
Applying Pythagoras theorem,
∴ AD² = AE² + DE²
⇒ AD² = (30)² + (40)²
∴ AD² = 900 + 1600
∴AD² = 2500
⇒ AD = 50
Hence, the displacement will be 50 m.
Hope it helps.
Attachments:
Answered by
0
Answer:
50m ,53 degree west of south or
50m ,37 degree south of west or
1/tan 3/4 south of west ,50 m
Explanation:
see the picture .
Attachments:
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