MATH 112- Midterm Exam Guide - Comprehensive Notes for the exam ( 14 pages long!)
Document Summary
At the conclusion of this lesson, students will be able to: Calculate the relative max and min values of trig functions graphically. Then use graphing calcs to sketch using a table of values. f(x) =sinx - 2. Tbl set: tblstart = 0; tbl = 90. The tables provide specific data points to help sketch the curves. f(x) =sinx - 2 g(x) =- 4cos x +1 x. The graphing calc is programmed to find local (or relative) and absolute max and min values. Find one local max of f(x) =sinx - 2. Analyze f(x) =sinx - 2 and g(x) =- 4cos x +1 by stating the amplitude, period, horizontal shift, and vertical shift of each. Solution: f(x) =sinx - 2 g(x) =- 4cos x +1. D. ) let f(x) =a sin(bx - c) +d or f(x) =a cos(bx - c) +d. E. ) images formed by parametric trig equations (from scientific american) https://blogs. scientificamerican. com/guest-blog/how-to-draw-with-math.
