'Finding distance' diaporamas de présentation

The Distance Formula

The Distance Formula. Finding The Distance Between Points. On maps and other grids, you often need to find the distance between two points not on the same grid line. This is used for: Taking a car trip Flying a plane Targeting a rocket Computing the distance a football is thrown.

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Motion

Motion. D-T Graphs. Measuring Motion. Discuss the following What is speed? How is it related to distance and time?. Distance versus Time Graphs. D-t graphs show what distance travelled for a particular length of time. The gradient of the d-t graphs indicate the speed of the object.

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Announcements

Announcements . Project Medley Outlines due Tuesday! 1 page typed and double-spaced What do you plan to do for your project? On-Campus Observing Moved (likely July 15, depending on weather forecasts). Photometry of the Pleiades. Tiffany Pewett pewett@chara.gsu.edu. The Pleiades.

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DO NOW

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Reflection nebula Figure 15.16

Reflection nebula Figure 15.16. Reflection nebula, continued Figure 15.16. The Pleiades. Emission nebulas Figure 15.17. B. A. C. Emission nebulas, continued Figure 15.17. D. Map of the Milky Way Figure 15.18. Density wave sketch Figure 15.19. Ragged arms of spiral galaxy M33

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COORDINATE PLANE

COORDINATE PLANE. Coordinate plane. y-axis. (0,0). We can use pythagorean theorem to find distance in the coordinate plane. Coordinate Geometry Describe a point with an ordered pair (x, y) Finding Distance d is the distance of two points A(x 1 ,y 1 ) and B(x 2 ,y 2 ).

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Five Themes of Geography

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1.5 Measuring Segments 1.6 Distance Formula

1.5 Measuring Segments 1.6 Distance Formula. Agenda. Homework Check ( Page 30 #16-23, 27, 28 and Page 38 #10-12 ) [10 min] Warm Up [10 min ] Pretest scores [15 min] Measuring Line Segments [35 min] Distance Formula [15 min]. Objectives. To find the lengths of segments.

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5.1

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1-7: Midpoint and Distance in the Coordinate Plane

1-7: Midpoint and Distance in the Coordinate Plane. Midpoint Formulas. On a number line: the coordinate of the midpoint is the average of the coordinates of the endpoint.

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Midpoint and distance in the coordinate plane

Chapter 1, Section 6. Midpoint and distance in the coordinate plane. Finding the Coordinates of a Midpoint. Midpoint Formula: Endpoints (-3,-2) and (3,4). Step 2 Use the Midpoint Formula:. Example 2: Finding the Coordinates of an Endpoint.

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SECTION 8.4 Angles of elevation and depression

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Quadrant I (+, +)

Quadrant II (-, +). Quadrant I (+, +). T. The coordinates of point T are ________. (6,3). (0,0). Origin ?. Quadrant III (-, -). Quadrant IV (+, -). The Coordinate Plane. Unfortunately, this counting approach does NOT work for EF which is a diagonal segment. Method One.

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