Introduction to Statsistics and Learning Objectives

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    Math Studies Statistics

    Torture numbers and they'll confess toanything. ~Gregg Easterbrook

    The study of statistics blends the rigor, calculations

    and deductive thinking of mathematics, the real-world

    examples and problems of the social sciences, the

    decision-making needs of business and medicine and thelaboratory method and experimental procedures of the

    natural sciences.

    - The College Board, Advanced Placement Program,

    Teachers Guide AP

    Statistics

    Statistics can be made to prove anything - even the truth. ~AuthorUnknownAmong leaders of industry, business, government and

    education, almost everyone agrees that some knowledge ofstatistics is necessary to be an informed citizen or a

    productive worker. Numbers are regularly used and

    misused to justify opinions on public policy.

    Quantitative information is the basis for decision-

    making in virtually every job within business and

    industry. Many academic programs at the college level

    include statistics as a requirement.

    - The College Board, Advanced Placement Program,

    Teachers Guide AP Statistics

    While the individual man is an insoluble puzzle, in the aggregate he

    becomes a mathematical certainty. You can, for example, neverforetell what any one man will be up to, but you can say with precision

    what an average number will be up to. Individuals vary, but

    percentages remain constant. So says the statistician. ~Arthur Conan

    Doyle

    The death of one man is a tragedy. The death of millions is a

    statistic. ~Joe Stalin, comment to Churchill at Potsdam, 1945

    Shemaylook at it because it has picturesThis is what Florence Nightingale said about a book of statistics that she

    had sent to Queen Victoria

    Education is what survives when what has been learned has beenforgotten.

    B. F. Skinner

    In ten years time you might have forgotten, for example, how the standard deviation of a set of data is calculated,but in everything you study at school there issome important understanding that can endure.please keep the

    following essential questions in mind and think about them as you work through this unit.

    Essential Questions

    How does statistics impact positively on our lives?

    Is it important to be statistically literate?

    There are three kinds of lies: lies, damned lies and statistics (Benjamin Disraeli, 1804-1881, British Prime

    Minister). This is a very famous and controversial quote. Why can he say this?

    If youre not statistically-literate, youre vulnerable to manipulation by governments, corporations and the media.

    How could you defend or oppose this statement?

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    Learning Outcomes for this Unit

    This is what youre expected to know, understand and be able to do by the end of this unit. Think

    about what youve already learned and tick boxes in the confidence log below to help you judge what

    youneed to focus on in this unit (maybe everything, thats ok).

    Learning outcome Very confident Confident but need to

    review it

    Not confident

    Explains the concepts of population

    and sample

    Identifies discrete and continuous

    data

    Interprets frequency tables (grouped

    and ungrouped)

    Constructs frequency tables

    (grouped and ungrouped)

    Uses the terms mid-interval value,

    class/interval width, upper and

    lower class/interval boundaries

    Interprets frequency histograms

    Constructs frequency histograms

    Interprets cumulative frequency

    graphs

    Uses the terms quartiles to describe

    the distribution of a data set

    Uses a cumulative frequency graph

    to find quartiles and median

    Finds and interprets these measures

    of central tendency: mean, median

    and mode (from a raw data set, a

    grouped or ungrouped frequency

    table or histogram)

    Finds and interprets these measures

    of dispersion: range, interquartile

    range, variance and standard

    deviation (from a raw data set, a

    table or cumulative frequency

    curve)

    Interprets box and whisker plots

    Constructs box and whisker plots