Flashcards on 3 Key Topic Areas (Christmas Homework)

studied byStudied by 15 people
0.0(0)
get a hint
hint

What is an acute angle?

1 / 44

Tags and Description

45 Terms

1

What is an acute angle?

An acute angle is an angle between 0 and 90°.

New cards
2

How many degrees is contained within a right angle?

90°

New cards
3

If an angle is obtuse, what is the range of degrees that it could be?

90°-180°

New cards
4

If I have a reflex angle, what is the range of degrees that it could be?

180°-360°

New cards
5

If I add all the angles on a straight line, how many degrees will I get?

180°

New cards
6

How do you find the sum of all the interior angles in a polygon?

(n-2) * 180

New cards
7

If I add all the exterior angles of a polygon together, how many degrees will it be in total?

Exterior angles of a polygon add to 360°

New cards
8

What do the interior angles of a quadrilateral add up to?

They add up to 360°

New cards
9

What does it mean when I say: “Line A is perpendicular to Line B.”?

This means that line A forms a right angles (90°) when it passes through line B.

New cards
10

What do interior angles in a triangle add to?

They add to make 180°

New cards
11

What does it mean if I say: “Line A is parallel to Line B”?

This means that Line A and Line B will never touch/meet.

New cards
12
<p>Work out angle b and give a reason why</p>

Work out angle b and give a reason why

Answer: 52° (Reason: Alternate angles on a pair of parallel lines are equal)

New cards
13
<p>What rule about Isosceles triangles does this picture represent?</p>

What rule about Isosceles triangles does this picture represent?

Base angles in an Isosceles triangle are equal.

New cards
14
<p>Work out the size of angle x and give a reason.</p>

Work out the size of angle x and give a reason.

Answer: 148° (Reason: Corresponding angles on parallel lines are equal)

New cards
15

Complete the parallel line rule: “Co-interior angles on parallel lines ___ up to ___°”

Co-interior angles on parallel lines add up to 180°

New cards
16

Complete the sentence: “Vertically ________ angles around a _____ are equal”

Vertically opposite angles around a point are equal.

New cards
17
<p>What is side a called?</p>

What is side a called?

Side a is the hypotenuse (longest side in a triangle)

New cards
18

What is the ‘opposite side’ in a triangle?

The opposite side in a triangle is the side that is opposite the angle.

New cards
19

What is the adjacent side in a triangle?

The adjacent side of a triangle is the side that touches both the right angle and the angle that is being used.

New cards
20
<p>What formula would we use if we wanted to work out side c?</p>

What formula would we use if we wanted to work out side c?

We would use the Pythagorean Theorem: a²+b²=c²

New cards
21

If we used sin(angle), what sides would we have to divide?

sin(angle) = opposite/hypotenuse

New cards
22

If we used cos(angle), what sides would we have to divide?

cos(angle) = adjacent/hypotenuse

New cards
23

If we used tan(angle), what sides would we have to divide?

tan(angle) = opposite/adjacent

New cards
24

How would I find an angle when using SOHCAHTOA?

You would use the inverse of the trig values.

New cards
25

What is the sine rule?

a/sinA = b/sinB = c/sinC OR sinA/a = sinB/b = sinC/c

New cards
26

What is the cosine rule used to find a side?

a² = b² + c² - 2bc * cosA

New cards
27

What is the cosine rule used to find an angle?

cosA = b²+c²-a²/2bc

New cards
28

What formula would we use to find the area of a scalene triangle?

You would use: ½absinC

New cards
29

What are the exact values for sin: 0°, 30°, 45°, 60°, 90°

0° = 0

30° = ½

45° = 1/√2

60° = √3/2

90° = 1

New cards
30

What are the exact values for cos: 0°, 30°, 45°, 60°, 90°

0° = 1

30° = √3/2

45° = 1/√2

60° = ½

90° = 0

New cards
31

What are the exact values for tan: 0°, 30°, 45°, 60°, 90°

0° = 0

30° = 1/√3

45° = 1

60° = √3

90° = n/a

New cards
32

How do you calculate the mean of a set of data?

Add up all of the values and then divide by the total number of original values.

New cards
33

What is the median and how do I calculate it?

The median is the middle value in a set of data.

The position of the median is calculated using the formula: n+1/2 (where n = the number of values)

New cards
34

What is the range?

It is the difference between the smallest and largest values in a set of data.

New cards
35

What is the mode?

The mode is the value that appears the most frequently in a set of data.

New cards
36

What is the interquartile range?

The interquartile range is the upper quartile - the lower quartile.

New cards
37

What is quantitative data?

Quantitative data is numerical such as numbers.

New cards
38

What is qualitative data?

Qualitative data is data that is expressed as letters that are not quantifiable.

New cards
39

What is secondary data?

Secondary data is data that was collected by somebody else that could be for a different purpose.

New cards
40

What is primary data?

Primary data is data that is collected by the investigator themselves.

New cards
41

What is continuous data?

Continuous data is numerical data that can take any value within a range and can be split indefinitely (continuous data is measured).

New cards
42

What is discrete data?

Discrete data is data that is numerical and can only be taken at certain values.

New cards
43

What is a population?

A population is the whole group that is being studied.

New cards
44

What is a sample?

A sample is a collection of data from the population.

New cards
45

What is a census?

A census is a collection of data from the whole population.

New cards

Explore top notes

note Note
studied byStudied by 3190 people
Updated ... ago
4.5 Stars(8)
note Note
studied byStudied by 5 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 47 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 5 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 19 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 45 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 42 people
Updated ... ago
5.0 Stars(2)
note Note
studied byStudied by 16936 people
Updated ... ago
4.5 Stars(11)

Explore top flashcards

flashcards Flashcard40 terms
studied byStudied by 1 person
Updated ... ago
5.0 Stars(1)
flashcards Flashcard147 terms
studied byStudied by 85 people
Updated ... ago
5.0 Stars(2)
flashcards Flashcard49 terms
studied byStudied by 3 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard125 terms
studied byStudied by 3 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard54 terms
studied byStudied by 115 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard76 terms
studied byStudied by 7 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard132 terms
studied byStudied by 18 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard60 terms
studied byStudied by 3010 people
Updated ... ago
4.5 Stars(14)