Trigonometry Flashcards

1
Q

how to find the secondary value of a sine graph

A

180 - PV

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2
Q

how to find the secondary value of a cos graph

A

360 - PV

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3
Q

how to find the secondary value of a tan graph

A

PV + 180

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4
Q

what is an identity

A

an expression that is always true, for all values

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5
Q

what are the two trig identities

A

both given on formula sheet

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6
Q

how to find additional values of a sine graph

A

360 + PV

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7
Q

how to find additional values of a cosine graph

A

360 - PV

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8
Q

what is the range of y = cos(x) or y=sin(x)

A

-1 <=y<= 1

same for y = sin(x)

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9
Q

what are some properties of a cos(x) graph

A
  • period of 360*
  • has an amplitude of 1
  • has a line of symmetry in the y-axis
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10
Q

where is a tan graph’s line of symmetry

A

it has rotational symmetry about the origin

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11
Q

what does a triple equals sign mean

A

is identical to

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12
Q

what is the Pythagorean identity

A
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13
Q

how to do on a calculator

A
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14
Q

exam tip

A
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15
Q
A
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16
Q

how to find additional values of tan

A

keep adding 180

17
Q

how to find additional values of a sine graph

A

360 + PV
then
360 + (180-PV)
and so on

18
Q
Bottom question
A
19
Q

Exam tip

A
20
Q

what is a unit square

A

a square with sides of 1 unit each

21
Q

how would you calculate sin(45), cos(45) or tan(45) in an exam

A

half a unit square

22
Q

How could you find sin cos and tab for angles 30 and 60 without a calculator

A

Using half an equilateral triangle of 2

23
Q

what is the exact value for sin(45)

A

square root 2 over 2

24
Q

what is the exact value of cos(45)

A

square root 2 over 2

25
Q

what is the exact value of tan(45)

A

1

26
Q

what is the exact value of sin(30)

A

1/2

27
Q

what is the exact value of sin(60)

A

square root 3 over 2

28
Q

what is the exact value of cos(30)

A

square root 3 over 2

29
Q

what is the exact value of cos(60)

A

1/2

30
Q

what is the exact value of tan(30)

A

square root 3 over 3

31
Q

what is the exact value of tan(60)

A

square root 3

32
Q

what is the ambiguous case of the sine rule

A

don’t really know but when using the sine rule the calculator will always give back the acute angle

if it asks for the obtuse, take the acute angle away from 180

33
Q
A