Ch. 2 Key Terms Flashcards

1
Q

observation

A

a piece of information we gather using our senses-our sight, hearing, smell and touch

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2
Q

hypothesis

A

a testable idea or explanation that leads to a scientific investigation

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3
Q

prediction

A

a logical statement about what will happen if the hypothesis is supported

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4
Q

experiment

A

a procedure designed to test a hypothesis under controlled conditions

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5
Q

variable

A

the factor of interest in an experiment

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6
Q

experimental group

A

the group that receives the experimental treatment

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7
Q

control group

A

the group that does not receive the experimental treatment

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8
Q

data

A

the information that a scientist gathers during an experiment, which is often in numeric form

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9
Q

correlation

A

associations between two or more events

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10
Q

statistics

A

the collection and classification of data that are in the form of numbers. People commonly use the term statistics to describe numbers

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11
Q

probability

A

the chance that something will happen

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12
Q

sample

A

a group of individuals or events selected to represent the population. If you toss a penny 10 times, your sample size is 10.

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13
Q

risk

A

the probability of an unwanted outcome.

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14
Q

model

A

representations of objects or systems. Although people usually think of models as things they can touch, scientists use several different types of models to help them learn about our environment

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15
Q

conceptual model

A

a verbal or graphical explanation of how a system works or is organized. A flow-chart diagram is an example of a type of conceptual model.

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16
Q

mathematical model

A

one or more equations that represents the way a system or process works. You can represent many common situations using math models. Mathematical models are especially useful in cases with many variables

17
Q

values

A

principles or standards we consider important

18
Q

decision-making model

A

a conceptual model that provides a systematic process for making decisions

19
Q

mean

A

the number obtained by adding the data fora characteristic and dividing this sum by the number of individuals. The mean provides a single measure for a given characteristic of a population.Scientists can compare different populations by comparing their means.

20
Q

distribution

A

the relative arrangement of the members of a statistical population