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  1. Tape the overhead sheet to the top of the plastic lid. Place the lid on the box and then using a marker; trace the shoreline onto the plastic overlay (SEE BELOW). Remove the lid and add water until it reaches the next centimeter marking. Replace the lid and trace again. Maps Worksheet 2 L3. 9.

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  2. topographic-skills.pdf (Page 1 of 2) A topographic map shows the varying shapes, heights and slopes of a landscape using contour lines .That’s why they are so useful for bushwalking, property mapping and even town planning. Contours are lines that connect points at the same height above sea level and are plotted using vertical aerial photographs.

  3. Topographic map diagram 2 . The topographic map above shows a hill with a peak elevation of 2574 feet above sea level. Four valleys and four ridges radiate from the peak. 1. Using a blue colored pencil, draw a line along the middle of each valley, showing where streams would run if there were a stream in each of the valleys.

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  4. valuable details to help you understand and use a topographic map. For example, here you will find the map scale and other important information about the map such as the year, the edition and information pertaining to the map data. Topo tip: • A legend explaining the symbols can be viewed at the side of some maps ftp2.cits.rncan.gc.ca/pub/

  5. What is a topographic map? what is an isoline or contour line? What type of characteristics does a topographic map show us? If you are wondering about the answers to these questions, you will find them when making a topographic map of a landform you have created. Directions: 1. Using the modeling dough or clay provided, design a landform.

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  6. 1. learn the basics of reading a topographic map 2. calculate the average slope between two points on a topographic map 3. understand the connection between slope and the steepness of terrain Resources/materials needed: The following items are needed: • lecture slides to introduce topographic maps (below) • worksheet (below)

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  8. sites.math.duke.edu › education › modules2Surfaces, Part 6

    [A saddle point is a level spot from which you can go down in some direction and up in some other direction.] Give approximate xy-coordinates for each of these three features. Write down the equations of level curves for f(x,y) = x 2 + y 2 for four values of c. Plot this surface and these level curves in your worksheet.