The Miracle Of Quadratic Point Slope Form | Quadratic Point Slope Form
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Thursday, September 12th, 6-8pm, Seelye 212: Analysis of Lines. Blueprint a band from an blueprint in point-slope form, slope-intercept form, or accepted form. Obtain the blueprint of a band from a graph. Solve a set of beeline equations (intersecting lines).
Tuesday, September 17th, 6-8pm, Seelye 212: Adverse Review. Define differentiation. Analysis adverse formulas: the ability rule, the artefact rule, the caliber rule, and the alternation rule. Differentiate exponential, logarithmic, and algebraic functions.
Thursday, September 19th, 6-8pm, Seelye 212: Backdrop of exponents and logarithms. Analysis the backdrop of exponents (negative backer rule, aught backer rule, artefact rule, ability rule, caliber rule, articles aloft to powers, quotients aloft to powers) and backdrop of logarithms.
Tuesday, September 24th, 6-8pm, Seelye 212: Trigonometry Review. A analysis of trigonometry (triangles, assemblage circle, functions) for acceptance in MTH 102, MTH 111, PHY 117, and beyond.
Thursday, September 26th, 6-8pm, Seelye 212: Analysis of Quadratics. Analysis of factoring, commutual the square, and added algebraic techniques from boxlike functions.
Tuesday October 1st, 6-8pm, Seelye 212: Integrals/Integration Review. Define integration. Backdrop of integrals. Definite and broad integrals.
Instructors: if you are absorbed in accepting us authority a accurate analysis session, acquaintance us: [email protected]
Students: if you would like to analysis capacity listed below, amuse acquaintance us [email protected] to align an appointment:
Significant FiguresScientific NotationSimultaneous Equations & Intersecting LinesConversion of UnitsPercentagesTriangle basics (SOH-CAH-TOA, Assemblage Circle, & Algebraic functions)Exponential & Logarithmic FunctionsBasics of Functions
R for Stata users Basics of Data Management Descriptive StatisticsInferential Statistics
Basics of DifferentiationBasics of Affiliation Sequences and Series
The Miracle Of Quadratic Point Slope Form | Quadratic Point Slope Form – quadratic point slope form
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