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Asked Mar 17, 2020
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Recall that tan(0) represents the slope of the terminal ray of an
angle whose radian measure is 0 and whose initial ray points in the
3-o'clock direction For each of the following, determine how
tan(0) varies for variations in 0. [If tan(0) mcreases without
bound, represent it as tan(60)→ 0o.]
a. If 0→
then tan(0)
b. If 0 then tan(0)
2.
->
3지
Preview
c. If 0 then tan(0)
2.
Preview
3x
d. If 0
then tan(0) -
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Recall that tan(0) represents the slope of the terminal ray of an angle whose radian measure is 0 and whose initial ray points in the 3-o'clock direction For each of the following, determine how tan(0) varies for variations in 0. [If tan(0) mcreases without bound, represent it as tan(60)→ 0o.] a. If 0→ then tan(0) b. If 0 then tan(0) 2. -> 3지 Preview c. If 0 then tan(0) 2. Preview 3x d. If 0 then tan(0) -

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