Chapter 6 Trigonometric Functions - Year 2 Flashcards

1
Q

Draw the graph of y=cosecx

A
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2
Q

Draw the graph of y=secx

A
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3
Q

Draw the graph of y=cotx

A
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4
Q

Where are the asymptotes on the graph y=cosecx?

A

Pi and 2Pi

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5
Q

Where are the asymptotes on y=secx?

A

Pi/2 3Pi/2

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6
Q

Where are the asymptotes on y=cotx?

A

π and 2π

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7
Q

What are the 2 new trigonometric identities?

A
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8
Q

What is the inverse of Cosθ?

A

Secθ

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9
Q

What is the inverse of Sinθ?

A

Cosecθ

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10
Q

What is the domain of y=cosec x?

A
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11
Q

What is the domain of y=secx?

A
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12
Q

What is the domain of y=cotx

A
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13
Q

What is the range of y=cosecx?

A
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14
Q

What is the range of y=secx?

A
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15
Q

What is the range of y=cotx?

A
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16
Q

What are the 2 trig identities that you need to know?

A
17
Q

How do you derive the secx trig identity?

A
18
Q

How do you derive the cosecx trig identity?

A
19
Q

Draw the graph of y=arcsinx?

A
20
Q

Draw the graph of y=arccosx?

A
21
Q

Draw the graph of y=arctanx?

A
22
Q

What do you need to remember when doing arcsin,arccos and arctan problems?

A

You need to get the arc(trig function) on 1 side on its own before you solve it
Or
The arc(function) needs to be on its own. It can’t be 3arc or 0.5arc…

23
Q

Need FC on 6.5

A