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R.C. McDavid

B.A. History, King College1982

 

My Schedule

1st Period H. Geometry
2nd Period H.Geometry
3rd Period H. Geometry
4th Period H. Geometry
5th Period H. Geometry
6th Period  
7th Period  

What you missed in class

HONORS GEOMETRY
CHAPTER 8 ASSIGNMENT SHEET
RIGHT TRIANGLES AND TRIGONOMETRY
Image result for pythagorean theorem
Section 8-1  The Pythagorean Theorem and its Converse – Use the Pythagorean Theorem and its converse to find lengths in right triangles and determine whether a triangle is acute, right or obtuse.  SOL G 8

Pg. 495 #7-32

Image result for special right trianglesSection 8-2   Special Right Triangles – Use the properties of 45-45-90 and 30-60-90 triangles to find lengths in those triangles SOL G 8
Pg. 504 #7-29

Section 8-3   Trigonometry  – Use the Sin, Cos, & Tan ratios to find lengths and angle measures in right triangles. SOL G 8
Pg. 510 #11-27, 33-35
                                 
Section 8-4   Angles of Elevation and Depression – Use angles of elevation and depression to solve real-world problems involving right triangles. 
SOL G 8
Image result for sin cos tan                                                Pg.518 #8-24
                               
Chapter 8     Chapter Review
                                                Pg. 534 #2, 4-18

Chapter 8     Term List    
Sect. 8-1        (1 term + identify Pythagoras)
Sect. 8-2         include the following
#3.  45-45-90 triangle – legs congruent;           hyp = leg√2,
#4.  30-60-90 triangle – hyp = 2 • short leg;     long leg = short leg •√3  
Sect. 8-3        (1 term + add Sin, Cos, and Tan ratios)
Sect. 8-4        (2 terms)

TOTAL         (10 terms)
Chapter 8     Notebook -This sheet followed by each assignment above completed, in order, and labeled by section #

Quiz on Chapter 8

Test on Chapter 1, 2, 3, 4, 5, 7, 8,  & Constructions

 

SOLs Referenced above
Geometry
G.8            The student will solve real-world problems involving right triangles by using the Pythagorean Theorem and its converse, properties of special right triangles, and right triangle trigonometry.

 


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