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Algebra

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Alg 2 outline

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Algebra
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Minimum Topic Coverage Function concepts Definition as a set of ordered pairs, as a rule, compared with relations Function notation Independent and dependent variable; domain and range Graphs of functions and relations (Optional for Lv2) Introduction to 3-dimensional graphing Arithmetic operations on functions Inverse of a function (Optional for Lv2) Piecewise-defined functions Composition Inverse functions Graphical meaning and in terms of ordered pairs How to compute Whether an inverse exists (Optional) Even and odd functions (Optional) The linear transformations and their effect on graphs Applications and modeling Linear functions and relations Slope-intercept and point-slope form Graphs and use of a coordinate system

Chapter 14

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Tropics
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Tropic of Cancer
Tropic of Capricorn
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CHAPTER 14 Tropical Africa and Asia, 1200–1500 I. Tropical Lands and Peoples A. The Tropical Environment 1. The tropical zone falls between the Tropic of Cancer in the north and the Tropic of Capricorn in the south. The Afro-Asian tropics have a cycle of rainy and dry seasons dictated by the alternating winds known as monsoons.

Literary Individualists and dissenters and the glowing literary lights

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Information science
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Names Life Major Works Subject Edgar Allen Poe -Youth in VA -Orphaned at early age -He suffered hunger, cold, poverty, & debt -Died when found drunk in Baltimore gutter -?The Raven? -?The Gold Bug? -?The Fall of the House of Usher? -Short stories in horror type -Fascinated by ghostly & ghastly -Prized by more Americans than Europeans Nathaniel Hawthorne -Grew up in Salem, MA -Had memories of his Puritan forbearers -Had to deal w/loss of his father premature death on ocean voyage -?The Scarlett Letter? +describes the Puritan practice of forcing an adulteress to wear scarlet ?A? on her clothing -The Marble Faun -Original sin and struggle b/t & evil -Mystery Herman Melville -Orphaned & ill-educated New Yorker -Went to sea as a youth and lived among cannibal

Slope-intercept Form

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Slope
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Common exercises will give you some pieces of information about a line, and you will have to come up with the equation of the line. How do you do that? You plug in whatever they give you, and solve for whatever you need, like this: Find the equation of the straight line that has slope m = 4 and passes through the point (?1, ?6). Okay, they've given me the value of the slope; in this case, m = 4. Also, in giving me a point on the line, they have given me an x-value and a y-value for this line: x = ?1 and y = ?6.

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