Machine-translated by Google. Questions are authored in English.
Top

Discussion

In the given diagram, ovals are marked at different heights (\(h\)) of a hill. Which one of the following options P, Q, R, and S depicts the top view of the hill?

Side profile of a hill rising steeply to a peak of 0.8 km at about 0.22 km and falling gently to 1.1 km, with horizontal cross-section ovals at several heights, and four top views P, Q, R, S of nested ovals drawn from a 0 km mark

  • A.P
  • B.Q
  • C.R
  • D.S

Answer: B

The top view is Q.

The hill rises steeply on the side near 0 km and falls gently on the far side, with its summit at about 0.22 km. The cross-sections higher up the hill are smaller ovals, and they are centred close to the summit, near the 0 km end. Seen from above, the nested ovals therefore crowd together close to the 0 km mark, where the slope is steep, and spread out on the far side, where the slope is gentle.

Q shows exactly this: the smallest ovals sit near the left, close to 0 km. P puts the summit at the far end, as if the gentle slope faced 0 km. R has evenly spaced, concentric ovals, which would describe a symmetric hill. S does not shift the ovals steadily in one direction.

No comment is present. Be the first to comment.
Loading…

Post your comment

Please log in or register to post a comment.