Trigonometry Introduction
... The side opposite the angle you are looking at is called the opposite side. Opp’ for short. The side opposite the right angle is called the hypotenuse. Hyp’ for short. The remaining side is called the adjacent. Adj’ for short. ...
... The side opposite the angle you are looking at is called the opposite side. Opp’ for short. The side opposite the right angle is called the hypotenuse. Hyp’ for short. The remaining side is called the adjacent. Adj’ for short. ...
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... floor and ceiling. Picture frames and notebook paper usually have four right angles. • Straight angles are lines. Parallel lines are on the same plane but will never touch nor meet. In words we s ...
... floor and ceiling. Picture frames and notebook paper usually have four right angles. • Straight angles are lines. Parallel lines are on the same plane but will never touch nor meet. In words we s ...
4-5 Isosceles and Equilateral Triangles
... Isosceles and Equilateral Triangles Equilateral Triangle ...
... Isosceles and Equilateral Triangles Equilateral Triangle ...
Right Angle Trig Apps
... 1) Draw a picture of the problem, if a drawing is not included in the original problem. 2) Find right-triangle(s) inherent and useful to the problem. If you can only find non-right triangles perhaps there are similar triangles to work with. Perhaps you can cut a non-right triangle into two right tri ...
... 1) Draw a picture of the problem, if a drawing is not included in the original problem. 2) Find right-triangle(s) inherent and useful to the problem. If you can only find non-right triangles perhaps there are similar triangles to work with. Perhaps you can cut a non-right triangle into two right tri ...
Answer Key 1 5.1 Copies of Line Segments and Angles
... 2. Create two circles with the same radius centered at each endpoint. The line connecting the intersection points of the circles is the perpendicular bisector. 3. The midpoint is the point where the line segment and perpendicular bisector intersect. 4. A bisector cuts a line segment in half while a ...
... 2. Create two circles with the same radius centered at each endpoint. The line connecting the intersection points of the circles is the perpendicular bisector. 3. The midpoint is the point where the line segment and perpendicular bisector intersect. 4. A bisector cuts a line segment in half while a ...
