Graphing Notes Flashcards

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1
Q

What are graphs useful for?

A

shows trends, helps to organize and present data

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2
Q

What are the three types of graphs

A

pie chart, bar graph, line graph

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3
Q

pie chart definition

A

ideal for displaying data that is parts of a whole

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4
Q

an entire circle graph equals

A

100%

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5
Q

bar graph definition

A

compare similar data for several items or events

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6
Q

what are bar graphs useful for

A

showing single items for many values; can show a comparison between different groups or track changes over time

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7
Q

line graph definition

A

show any relationship where the dependent variable changes due to changing the independent variable

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8
Q

what are the two types of variables on a line graph

A

the independent and dependent variable

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9
Q

where is the independent variable plotted

A

on the x-axis

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10
Q

where is the dependent variable plotted

A

on the y-axis

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11
Q

what is the independent variable

A

the variable being manipulated (changed)

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12
Q

what is the dependent variable

A

the variable that is being measured

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13
Q

What is a best-fit line used for on a line graph

A

used to show the trend of data on the graph

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14
Q

What is the first rule for using the best-fit line

A

look at your data points

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15
Q

what is the second rule for using the best-fit line

A

determine if the graph is a line or a curve

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16
Q

what is the third rule for using the best-fit line

A

draw your line through as many points as possible while leaving an equal or almost equal amount of points above or below the graph (line or curve)

17
Q

What does a direct relationship look like and mean about the variables plotted on the graph

A

when one variable on a graph increases, the other variable increases, making a straight line. this is a linear relationship

18
Q

What does an indirect relationship look like and mean about the variables plotted on the graph

A

when one variable on a graph increases, the other decreases, making a straight line. this is a linear relationship

19
Q

What does an inverse relationship look like and mean about the variables plotted on the graph

A

If two variables vary inversely, the points make a hyperbola, a curved shape. The line never crosses x or y axis. When variables vary inversely as one variable increases in value, the other decreases

20
Q

What does a quadratic relationship look like on a graph

A

If the variables have a quadratic relationship, the points make a parabola on the graph. Parabolas may open upward or downward and vary in width and steepness

21
Q

interpolating data

A

reading between data points on a graph

22
Q

extrapolating data

A

reading beyond the data points on a graph - estimating

23
Q

how do you find the slope on a graph

A

pick two points and use the slope formula

24
Q

slope formula

A

m = y2-y1/x2-x1

25
Q

what does the slope represent

A

a measure of its steepness

26
Q

what is slope mathematically

A

the slope is calculated as “rise over run”

27
Q

what is slope scientifically

A

the slope formula is used

28
Q

the steeper the slope,

A

the greater the value of the slope

29
Q

How do you come up with the title of a graph

A

dependent vs independent variable or y vs x