Lecture Notes for Section 2.1
Lecture notes for Chapter 7
Lecture Notes
Lecture 6: Trigonometric Functions: Final Examples
Lecture 5 Plane Stress Transformation Equations
june 7
Inverse Trigonometric Functions
15. USING SOH-CAH
14.5 Modeling with Trigonometric Functions
12-3 Trigonometric Functions of General Angles
1. Trigonometric Identities The Pythagorean Theorem, sin2 x + cos2
1. The Six Trigonometric Functions 1.1 Angles, Degrees
1. The Pythagorean Theorem The Pythagorean theorem states that
1. List all possible names for the quadrilateral below?
1. How many times will the graph of y = sin4x intersect the x
1. h = r so 2r2 = 100 Þ r2 = 50 (M1) l = 10q = 2pr (M1) Þ q = (A1) = q
1. Find the linearization of f(x) = √ 27 + x at x = 0. Use this to
1. Find all six trigonometric functions of θ if (3, 7) is on the terminal
1. Evaluate ∫ 3 xex2 dx. Call the integral I, and let t = x 2. Then dt
1. Evaluate each of the following EXACTLY
