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Street Mapping
What's around the block? Or down the street? Ask your pupils to tap into their map skills by drafting the area around their home and school.
Curated OER
MAPPING YOUR NEIGHBORHOOD
Learners uses atlases, maps, and Web resources to generate and examine maps of their own neighborhoods. This activity serve as background for the map-reading tasks in the next lessons.
National Nanotechnology Infrastructure Network
What’s In Your Neighborhood?
Chart your way to an understanding of nanoscale. Using a Google map, learners estimate a radius around their location of 1,000 and 1,000,000 meters. Predicting what 1,000,000,000 meters would look like takes them off the charts!...
CK-12 Foundation
Pythagorean Theorem to Determine Distance: Neighborhood Map
Find the distance between various locations in a neighborhood. Scholars use the interactive to find distances between locations on a map. The map is overlaid onto a grid to provide coordinates for each location, and pupils apply...
Curated OER
Map Making/Floor Plans/Map Reading
Learners apply their knowledge of scale when mapping the classroom. They determine the use of a map legend and orient a map using a compass. They create the classroom maps using transfer graph paper.
Curated OER
Around the Town
In the world of GPS, make sure your kids can still read maps and determine distances between locations. You will need neighborhood street maps, ideally of your class' home turf. Ask kids questions about different locations in relation to...
Curated OER
Ticky Goes to Jr. Map School
Second graders explore the compass rose and North - East - South - West.
Balanced Assessment
School Zone
Find the right house within walking distance from school. The short assessment has pupils determine the houses that are a given maximum distance from a school. Individuals then determine the shortest and longest walks from the homes that...
Curated OER
Mathematical Roadmaps
Second graders observe how a sample math problem is solved on the overhead. They work in small groups to develop a strategy for solving another problem using counters as well as a large sheet of paper to write down their explanation of...
Curated OER
How Far Did They Go?
Students create a map. In this direction and distance lesson, students come up with familiar places in the community and calculate the distances from these places to the school. Students create a map that displays these places and their...
Curated OER
Locating Points Using Cartesian Coordinates
Students discover coordinates as they explore Chicago. In this math lesson plan, students give the coordinates of a point, plot a point, and use the coordinate system in locating places on a map.
Curated OER
Complex Analysis: The Complex Derivative
In this complex derivative worksheet, students determine the circle of a radius under the mapping principle. They identify analytic functions, and explore the relationship between real and imaginary parts of complex functions. This...
Curated OER
The Solar Neighborhood within 17 Light Years!
In this distance between stars worksheet, learners plot the distance between the sun and 11 other stars on a 2 dimensional grid using a protractor and a ruler. They determine the distances between various stars and they find the shortest...
EngageNY
Why Move Things Around?
Explore rigid motion transformations using transparency paper. Learners examine a series of figures and describe the transformations used to create the series. They then use transparency paper to verify their conclusions.
Curated OER
Monument Museum
Learners design monuments, taking into account what is known about geometric shapes and measuring. Students create a museum complete with monuments and descritions of the monuments. Learners provide guides at each monument in order to...
Curated OER
Concept: Points on a Grid
In this coordinate grid graphing worksheet, young scholars play a game of Battleship on the computer. They answer 21 questions about the coordinate grid and graphing.
Curated OER
Network This
Students determine the number of paths in a network with up to six vertices. They construct a network to solve a problem situation. They describe and defend the solution to a network problem.