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Exercises 33 and 34: A graph of y = a cos bx is shown, where b is a positive constant. Estimate the values for a and b. 33. y ************

Exercises 33 and 34: A graph of y = a cos bx is shown, where b is a positive constant. Estimate the values for a and b. 33. y ************

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 56E
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Can you please explain 33 and 34
tric ons dard ircle. 34. Exercises 33 and 34: A graph of y = a cos bx is shown, where b is a positive constant. Estimate the values for a and b. 33. -2π CHAPTER 6 Review Exercises 2 MAMMA 0098 100 1 -π y -1 y TT 2TT 2TT +x 603 02 vipe Exercises 35 and 36: Graph f for -2m ≤ t ≤ 2m. State the period and phase shift. 35. f(t) = cot2t (c) tan-¹10 rametan l 36. f(t) = sec 2t Exercises 37 and 38: If possible, evaluate each of the fol- lowing in both radians and degrees. 37. (a) sin(-1) (b) arccos 38. (a) arcsin 3 (h) cos ¹0
Transcribed Image Text:tric ons dard ircle. 34. Exercises 33 and 34: A graph of y = a cos bx is shown, where b is a positive constant. Estimate the values for a and b. 33. -2π CHAPTER 6 Review Exercises 2 MAMMA 0098 100 1 -π y -1 y TT 2TT 2TT +x 603 02 vipe Exercises 35 and 36: Graph f for -2m ≤ t ≤ 2m. State the period and phase shift. 35. f(t) = cot2t (c) tan-¹10 rametan l 36. f(t) = sec 2t Exercises 37 and 38: If possible, evaluate each of the fol- lowing in both radians and degrees. 37. (a) sin(-1) (b) arccos 38. (a) arcsin 3 (h) cos ¹0
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