ons with a Graphing Calculator A. Evaluate each of the following expressions using a graphing calculator, rounded to the nearest thousandths place. 1. In (cos) 3. sec2 (ne) B. What is the solution to 6x + 12 = -2 cos x? %3D (A) 1 58

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 53E
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Name
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Pre-AP Calculus
07 - Homework
Seat #
Date
Education is Freedom
Binder Section: HW
Part I: New Material - Solving Equations with a Graphing Calculator
A. Evaluate each of the following expressions using a graphing calculator, rounded to the nearest
thousandths place.
1. In (cos)
3. sec2(ne)
B. What is the solution to 6x + 12 = -2 cos x?
(A) –1.58
(B) -1.63
(C) –1.67
(D) -1.89
(E) -2.33
Part II: Spiral Material - keep the math fresh!
y
C. The graph of a function f is shown to the right.
2.
1. Find f(-3) and f(-1), if they exist.
-1
1
-1
2. Find all values of c such that f(c) = -4.
-2+
-3+
-4-
3. State the domain and range of f (x).
-5+
-6+
4. Identify all intervals on which f(x) 2 0, and all intervals on which f(x)<0.
5. Identify all intervals on which f (x) is increasing, and all intervals on which f(x) is decreasin
Transcribed Image Text:Uncommon Schools Name Change History Pre-AP Calculus 07 - Homework Seat # Date Education is Freedom Binder Section: HW Part I: New Material - Solving Equations with a Graphing Calculator A. Evaluate each of the following expressions using a graphing calculator, rounded to the nearest thousandths place. 1. In (cos) 3. sec2(ne) B. What is the solution to 6x + 12 = -2 cos x? (A) –1.58 (B) -1.63 (C) –1.67 (D) -1.89 (E) -2.33 Part II: Spiral Material - keep the math fresh! y C. The graph of a function f is shown to the right. 2. 1. Find f(-3) and f(-1), if they exist. -1 1 -1 2. Find all values of c such that f(c) = -4. -2+ -3+ -4- 3. State the domain and range of f (x). -5+ -6+ 4. Identify all intervals on which f(x) 2 0, and all intervals on which f(x)<0. 5. Identify all intervals on which f (x) is increasing, and all intervals on which f(x) is decreasin
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