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
19
Q

Exam tip

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)

26
Q

what is the exact value of sin(30)

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)

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