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Choose the correct complement (complements) for the following statements by checking mark  in the box. The parallels in Mercator projection are:  Closest near the pole.  Farthest apart near the pole.  Equally spaced straight lines. The parallels in Mercator projection are:  Closest near the pole.  Farthest apart near the pole.  Equally spaced straight lines. Answer

On the earth surface, the shortest distance between two points is:  Loxodrome.  Orthodrome.  Straight line. On the earth surface, the shortest distance between two points is:  Loxodrome.  Orthodrome.  Straight line. Choose the correct complement (complements) for the following statements by checking mark  in the box. Answer

Conical projection is suitable for area, extended by:  Parallel.  Meridian.  Equator.  Great circle. Conical projection is suitable for area, extended by:  Parallel.  Meridian.  Equator.  Great circle. Choose the correct complement (complements) for the following statements by checking mark  in the box. Answer

Small circle on the sphere projected as a small circle in:  Mercator projection.  Equivalent Cylindrical Projection.  Equidistance Cylindrical Projection.  Conformal conical projection Small circle on the sphere projected as a small circle in:  Mercator projection.  Equivalent Cylindrical Projection.  Equidistance Cylindrical Projection.  Conformal conical projection Choose the correct complement (complements) for the following statements by checking mark  in the box. Answer

Conformal projections have distortions in:  Length only.  Area only.  Length and area.  Length, area and angles. Conformal projections have distortions in:  Length only.  Area only.  Length and area.  Length, area and angles. Choose the correct complement (complements) for the following statements by checking mark  in the box. Answer

Choose the correct complement (complements) for the following statements by checking mark  in the box. The parallels in Mercator projection are:  Closest near the pole.  Farthest apart near the pole.  Equally spaced straight lines. The parallels in Mercator projection are:  Closest near the pole.  Farthest apart near the pole.  Equally spaced straight lines. 

On the earth surface, the shortest distance between two points is:  Loxodrome.  Orthodrome.  Straight line. On the earth surface, the shortest distance between two points is:  Loxodrome.  Orthodrome.  Straight line. Choose the correct complement (complements) for the following statements by checking mark  in the box. 

Conical projection is suitable for area, extended by:  Parallel.  Meridian.  Equator.  Great circle. Conical projection is suitable for area, extended by:  Parallel.  Meridian.  Equator.  Great circle. Choose the correct complement (complements) for the following statements by checking mark  in the box. 

Small circle on the sphere projected as a small circle in:  Mercator projection.  Equivalent Cylindrical Projection.  Equidistance Cylindrical Projection.  Conformal conical projection Small circle on the sphere projected as a small circle in:  Mercator projection.  Equivalent Cylindrical Projection.  Equidistance Cylindrical Projection.  Conformal conical projection Choose the correct complement (complements) for the following statements by checking mark  in the box.  

Conformal projections have distortions in:  Length only.  Area only.  Length and area.  Length, area and angles. Conformal projections have distortions in:  Length only.  Area only.  Length and area.  Length, area and angles. Choose the correct complement (complements) for the following statements by checking mark  in the box. 

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Find out the coordinates of points A and B In Mercator Projection; Equivalent Cylindrical Projection and Equidistance Cylindrical Projection, considering the sphere as a reference. where: A(40N, 20E); B(60N, 80E); R = 6371 km cylinder is tangent. Find out the coordinates of points A and B In Mercator Projection; Equivalent Cylindrical Projection and Equidistance Cylindrical Projection, considering the sphere as a reference. where: A(40N, 20E); B(60N, 80E); R = 6371 km cylinder is tangent. Answers

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Find out the difference between the Loxodrome and the Orthodrome connecting points A and B, considering the sphere as a reference. Where: A(40N, 20E); B(60N, 80E); R = 6371 km Find out the difference between the Loxodrome and the Orthodrome connecting points A and B, considering the sphere as a reference. Where: A(40N, 20E); B(60N, 80E); R = 6371 km Answers

XA =XA =XA =XA = YA =YA =YA =YA = XB =XB =XB =XB = YB =YB =YB =YB = XA =XA =XA =XA = YA =YA =YA =YA = XB =XB =XB =XB = YB =YB =YB =YB = XA =XA =XA =XA = YA =YA =YA =YA = XB =XB =XB =XB = YB =YB =YB =YB = In Mercator Projection Equivalent Cylindrical Projection Equidistance Cylindrical Projection

Loxodrome distance Orthodrome distance Difference

Good Luck