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Now let's think about how the slope of the terminal ray and the angle measure co-vary in the fourth quadrant (that is, when <0<2n). a. When < 0 <2n, is the slope of the terminal ray positive or negative? Justify your answer. b. As 0 increases from 0=4 to 0 = 27 , how does the slope of the terminal ray vary?

Now let's think about how the slope of the terminal ray and the angle measure co-vary in the fourth quadrant (that is, when <0<2n). a. When < 0 <2n, is the slope of the terminal ray positive or negative? Justify your answer. b. As 0 increases from 0=4 to 0 = 27 , how does the slope of the terminal ray vary?

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)
6th Edition
ISBN:9781337111348
Author:Bruce Crauder, Benny Evans, Alan Noell
Publisher:Bruce Crauder, Benny Evans, Alan Noell
Chapter3: Straight Lines And Linear Functions
Section3.1: The Geometry Of Lines
Problem 12SBE: More on the Circus Tent Assume that the roof of the circus tent in Exercise S- 11 extends in a...
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*5 Now let's think about how the slope of the terminal ray and the angle measure co-vary in the fourth quadrant (that is, when <0<2n). a. When < 0 <2n, is the slope of the terminal ray positive or negative? Justify your answer. b. As 0 increases from 0 = to 0 = 2n , how does the slope of the terminal ray vary? 6. For what angle measure(s) 0 (between 0 = t and 0= 2x ) will the slope of the terminal ray be d. less than -1? b. - 1? C. greater than 1? a. 12
Transcribed Image Text:*5 Now let's think about how the slope of the terminal ray and the angle measure co-vary in the fourth quadrant (that is, when <0<2n). a. When < 0 <2n, is the slope of the terminal ray positive or negative? Justify your answer. b. As 0 increases from 0 = to 0 = 2n , how does the slope of the terminal ray vary? 6. For what angle measure(s) 0 (between 0 = t and 0= 2x ) will the slope of the terminal ray be d. less than -1? b. - 1? C. greater than 1? a. 12
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