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CC Unit 9 RightTriangles Geo H (1516).notebook 1 February 04, 2016 Objective: SWBAT apply theorems on right triangles to SAT questions. DO NOW: In right triangle ABC, CD is the altitude to the hypotenuse, AB. The segments of the hypotenuse, AB, are in the ratio of 1:4. The altitude is 6. Find the two segments of the hypotenuse. HW: Finish Handout

In right triangle ABC, CD is the altitude to the ... · In right triangle ABC, the length of altitude CD to hypotenuse AB is 12. If the length of the longer segment of the hypotenuse

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Page 1: In right triangle ABC, CD is the altitude to the ... · In right triangle ABC, the length of altitude CD to hypotenuse AB is 12. If the length of the longer segment of the hypotenuse

CC Unit 9 RightTriangles Geo H (1516).notebook

1

February 04, 2016

Objective: SWBAT apply theorems on right triangles to SAT questions.

DO NOW: In right triangle ABC, CD is the altitude to the hypotenuse, AB. The segments of the hypotenuse, AB, are in the ratio of 1:4. The altitude is 6. Find the two segments of the hypotenuse.

HW: Finish Handout

Page 2: In right triangle ABC, CD is the altitude to the ... · In right triangle ABC, the length of altitude CD to hypotenuse AB is 12. If the length of the longer segment of the hypotenuse

CC Unit 9 RightTriangles Geo H (1516).notebook

2

February 04, 2016

(Or use the 306090 special right triangle)

Page 3: In right triangle ABC, CD is the altitude to the ... · In right triangle ABC, the length of altitude CD to hypotenuse AB is 12. If the length of the longer segment of the hypotenuse

CC Unit 9 RightTriangles Geo H (1516).notebook

3

February 04, 2016

Page 4: In right triangle ABC, CD is the altitude to the ... · In right triangle ABC, the length of altitude CD to hypotenuse AB is 12. If the length of the longer segment of the hypotenuse

CC Unit 9 RightTriangles Geo H (1516).notebook

4

February 04, 2016

Page 5: In right triangle ABC, CD is the altitude to the ... · In right triangle ABC, the length of altitude CD to hypotenuse AB is 12. If the length of the longer segment of the hypotenuse

CC Unit 9 RightTriangles Geo H (1516).notebook

5

February 04, 2016

Day 36 Triangle Segments and Centers. Today’s Agenda Triangle Segments Perpendicular Bisector Angle Bisector Median Altitude Triangle Centers Circumcenter

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