Derivative Review - Trig + Unit Circle, tangent & Normal Lines (15 Minutes) Flashcards

1

What are the horizontal asymptotes?

y = 1/2
y = 1/2 and -1/2
y = -1/2
y = 0

2

Find the derivative:

csc x
sin x
sec x
-sinx

3

What is the value?

(sq rt 3) /3
(sq rt 3)
1
2

4

What does normal line mean?

tangent line
perpendicular Line
IDK
parallel line

5

Find the derivative:

csc t cot t
-csc t cot t
sec t cot t
-csc t tan t

6

Find the derivative: y = x³ -3x² +2x - 7

y'=3x2-6x+7
y'=x2-6x+2
y'=3x2-6x+7
y'=3x2-6x+2

7

What is the value?

sq rt 3 /2
sq rt 2 /2
-1/2
1/2

8

Find the derivative: y = e^t sin t

y' = et cos t
y' = et (sin t - cos t)
y'= et (cos t + sin t)
y' = t et cos t

9

What is the value?

0
(sqt rt 3) /2
1/2
-1/2

10

What is the value?

(sq rt 2) /2
(sq rt 3)/2
1
1/2

11

What is the value?

undefined
1
0
-1

12

What is the value?

-1
1
0
(sq rt 2) /2

13

Find the derivative:

- cos y
cos y
csc2 y
tan y

14

What is the value?

1
0
(sqt rt 2) /2
1/2

15

What is the vertical asymptotes?

x = +1
x = +1 and -1
x = 0
x = -1

16

What is the slope of the line normal to f(x) = 4 cos x at x = pi/6 ?

-2(sq rt 3)
1/2
-2
2

17

Find the derivative:

- csc x cot x
sec2 x
csc2 x
- csc2 x

18

What is the value?

sq rt 3/2
1
sq rt 2/2
1/2

19

Find the derivative:

sec x tan x
sec2 x
-csc2 x
-sec2 x

20

Find the derivative:

sec t cot t
sec t tan t
cos t
csc t tan t

Derivative Review - Trig + Unit Circle, tangent & Normal Lines (15 Minutes)

Questions 20

Derivative Review - Trig + Unit Circle, tangent & Normal Lines (15 Minutes)

Questions 20