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Acc Math 1 March 19 th Turn in Homework and Get a Calculator WARM-UP ABCD is a RHOMBUS 1. If What is the measure of ? 2. In the kite  If What is the measure.

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Presentation on theme: "Acc Math 1 March 19 th Turn in Homework and Get a Calculator WARM-UP ABCD is a RHOMBUS 1. If What is the measure of ? 2. In the kite  If What is the measure."— Presentation transcript:

1 Acc Math 1 March 19 th Turn in Homework and Get a Calculator WARM-UP ABCD is a RHOMBUS 1. If What is the measure of ? 2. In the kite  If What is the measure of DC B A E E D C B A

2 Check homework – p. 17 4 8 12 6 12 6 12 12212258122 585812258

3 7 11 15 6 12 6 12 11211268112 686811268

4 13 16 19 5.5 11 5.5 11 12312357123 575712357

5 8 14 12 17 6 5 6 12 51513963 27276339 90909090

6 Check homework – p. 18 1. ABCD 2. ABCD 3. ABCD 4. EF 5. F 6. G 7. ABCDF 8. CDG 9. Rectangle 10. Trapezoid 11. Square 3. 13.5 4. 16 5. 133 6. 69 7. 36 8. 13 9. 9.5 10. 17 11. 25 12. 91 13. 1 14. 10.74 15. 28.8

7 QUIZ TOMORROW OVER QUADRILATERALS

8 DISTANCE AND MIDPOINT: Activating Strategy p. 21 Read the scenario and answer the questions. Find the exact distance from Heather’s to Danny’s if you go the shortest route.

9

10 p. 30 Distance, Midpoint and Slope Midpoint: equal distance from each endpoint of the segment (the average between the two points)

11 p. 30 Distance, Midpoint and Slope Midpoint: equal distance from each endpoint of the segment (the average between the two points) Formula:

12 p. 30 Distance, Midpoint and Slope Midpoint: equal distance from each endpoint of the segment (the average between the two points) Formula: Distance Formula:

13 p. 30 Distance, Midpoint and Slope Midpoint: equal distance from each endpoint of the segment (the average between the two points) Formula: Distance Formula: Slope: or

14 p. 30 Distance, Midpoint and Slope Midpoint: equal distance from each endpoint of the segment (the average between the two points) Formula: Distance Formula: Slope: or If two lines have the same slope, they are parallel.

15 p. 30 Distance, Midpoint and Slope Midpoint: equal distance from each endpoint of the segment (the average between the two points) Formula: Distance Formula: Slope: or If two lines have the same slope, they are parallel. If two lines have opposite slope, they are perpendicular. (They are negative reciprocals)

16 p. 30 Distance, Midpoint and Slope If two lines have the same slope, they are parallel. (Lines never intersect) If two lines have “opposite” slopes, they are perpendicular. (Lines intersect at 90 o angle) They are negative reciprocals


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