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The accompanying map, located on the back page of Section A, shows ground contours at 5 metre vertical intervals on a proposed golf course - Leaving Cert DCG - Question C-1 - 2014

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Question C-1

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The accompanying map, located on the back page of Section A, shows ground contours at 5 metre vertical intervals on a proposed golf course. ABC is the centerline of... show full transcript

Worked Solution & Example Answer:The accompanying map, located on the back page of Section A, shows ground contours at 5 metre vertical intervals on a proposed golf course - Leaving Cert DCG - Question C-1 - 2014

Step 1

Earthworks between A and B (Level) - Embankment

96%

114 rated

Answer

  1. Draw parallel lines at 7.5m intervals starting from both A and B along the fairway.
  2. Identify the intersections with the proposed fairway using the contour map.
  3. Draw the necessary earthworks curves where these intersections occur.

Step 2

Earthworks between A and B (Level) - Cutting

99%

104 rated

Answer

  1. Draw parallel lines at 7.5m intervals again from points A and B.
  2. Identify intersection points with contours and draw the cutting line accordingly.

Step 3

Earthworks for Putting Green (Level) - Embankment

96%

101 rated

Answer

  1. Draw parallel curves at 7.5m intervals for the putting green outline.
  2. Identify intersections with the contour map and draw the required curve.

Step 4

Earthworks between B and C (Rising) - Embankment

98%

120 rated

Answer

  1. Establish the gradient of 1 in 20 rising from point B to C.
  2. Draw the earthworks required with appropriate slopes using the determined points.

Step 5

Profile on DE

97%

117 rated

Answer

  1. Measure and draw height lines at 5m intervals for the vertical section along DE.
  2. Project intersections between line DE and the contours on the map to determine levels.
  3. Draw the right hand portion of the profile from D to E.

Step 6

Parabolic Flight Path of ball on point E

97%

121 rated

Answer

  1. Establish the highest point of the ball on the flight path as 115m.
  2. Use parabolic equations to determine points on the parabola based on the given maximum height and horizontal distance.
  3. Draw the parabola and identify the impact point on the green where the ball lands.

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