math formula (basic edition)

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29 Terms

1
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What are the three trigonometric rations?

opposite, hypotenuse, adjacent

2
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<p>What is 1?</p>

What is 1?

the hypotenuse

3
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<p>What is 2?</p>

What is 2?

the opposite

4
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<p>What is 3?</p>

What is 3?

the adjacent

5
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<p>What is 4?</p>

What is 4?

theta (θ)

6
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How to spot the hypotenuse?

it is the longest horizontal line

7
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How to spot the opposite?

it is opposite from the theta

8
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How to spot the adjacent?

it is right next to the theta

9
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How to tell when you need to use sin?

if the lines you using for the calculation are the opposite and the hypotenuse

10
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How to tell when you need to use cos?

if the lines you are using for the calculation are the adjacent and the hypotenuse

11
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How can you tell when you need to use tan?

if the lines you are using for the calculation are the opposite and the adjacent

12
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Calculation for sin?

O/H

13
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Calculation for cos?

A/H

14
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Calculation for tan?

O/A

15
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How to remember the calculation for sin, cos and tan?

SOCAHTOA

16
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How do you find a missing side on a triangle

  1. sin θ = O/H // cos θ = A/H // tan θ = O/A

  2. rearrange

<ol><li><p>sin θ = O/H // cos θ = A/H // tan θ = O/A </p></li><li><p>rearrange</p></li></ol><p></p>
17
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How to find a missing angle on a triangle?

  1. sin θ = O/H // cos θ = A/H // tan θ = O/A

  2. use sin/tan/cos-1

<ol><li><p>sin θ = O/H // cos θ = A/H // tan θ = O/A </p></li><li><p>use sin/tan/cos<sup>-1</sup></p></li></ol><p></p>
18
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How do you adapt this to an isosceles triangle?

split the triangle in half vertically to make 2 right angle triangles and proceed as usual

19
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What are the averages?

mode, median, mean and range

20
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What is the mean?

total of numbers/number of numbers

21
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What is the mode?

the most commonly occurring number

22
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What is the median?

middle value in an ordered list

23
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What is the range?

largest-smallest

24
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What is cumulative frequency?

a running total of the frequency column

25
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what is the equation of a straight line

y = mx + c

26
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How do you find the gradient?

change in y / change in x

27
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What gradient do parallel lines have?

the same gradient

28
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What gradient do perpendicular lines do?

meet and 90° and have different, but related gradient

29
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How do the perpendicular gradients appear?

in pairs, b/a and -a/b