Dakota Teacher

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United States - South Dakota - Watertown
Dakota Teacher
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Resources for Pre-Calculus
 
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In these guided notes students will go through each of the following problems: Sketch and analyze exponential functions Properties of exponential functions Graph transformations of exponential functions The natural base (e) Graph natural base
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This product contains guided notes and examples including * Why do we verify an identity * Verifying trig identities * Verifying a trig identity by combining fractions * Verify a trig identity by multiplying * Verify a trig identity by factoring *
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This packet includes the remainder and factor theorem study guide and answer key. This study guide includes problems on long division, long division with a non-zero remainder, division of polynomial of degree 2 or higher, synthetic division,
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This study guide includes the following examples: Rational Zero Theorem Leading coefficients Solving Polynomial Equations Upper and Lower Bounds Test Descartes Rule of Signs Fundamental Theorem of Algebra Linear Factorization Theorem Conjugate Root
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This product includes notes and examples on * Reciprocal Identities * Quotient Identities * Using Reciprocal and Quotient Identities * Pythagorean Identities * Using Pythagorean Identities * Cofunction Identities * Odd and Even Identities * Using
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This set of guided notes takes your students through the following types of problems. * Evaluating Logarithms * Basic Properties of Logarithms * Common Logarithms * Natural Logarithms * Graphs of Logarithmic Functions * Transformation of
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Polynomial Functions guided notes with answer sheet. These notes included vocabulary with examples of graphing polynomial functions, applying the leading terms test, finding the zeros of a polynomial function, zeros of a polynomial function in
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In these guided notes you will solve polynomial inequalities and rational inequalities. You will go through problems that include * Solving polynomial inequalities * Solving polynomial inequalities using end behavior * Polynomial inequalities with
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This set of guided notes takes your students through the following types of problems. * Exponential to Logarithmic forms * Simplifying Logarithms * Expanding Logarithms * Condensing Logarithms Functions * Change of Base Formula This includes an
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This set of guided notes and answer key goes through examples including: * Finding the domain of a function and equations of vertical and horizontal asymptotes *Graphs of Rational Functions *Graphing rational functions where the degree in the
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Power, Polynomial and Rational Functions Unit includes guided notes and answer keys to the following lessons: 2.1 Power and Rational Functions 2.2 Polynomial Functions 2.3 The Remainder and Factor Theorem 2.4 Zeros of a Polynomial Function 2.5
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This set of guided notes takes your students through the following types of problems. *One-to-One Property of Exponents and Logarithms *Solve Exponential Equations *Solve in Logarithmic Terms *Solve Exponential Equations in Quadratic Form *Solve
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This product includes notes and examples over *Applying the Law of Sines (AAS) *The Ambiguous Case (AAS) -when A is right -when A is acute or obtuse * The Ambiguous Case (one or no solution) *The Ambiguous Case (two solutions) * Applying the Law of
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Exponential and Logarithmic Functions Unit includes a set of 4 guided notes 3.1 Exponential Functions 3.2 Logarithmic Functions 3.3 Properties of Logarithms 3.4 Exponential and Logarithmic Equations Each section includes an answer key.
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The video takes you through analyzing graphs of functions and relations. I go through the 6 parts of analyzing a function. 1. Estimating function values 2. Finding Domain and Range 3. Finding y-intercepts 4. Finding zeros 5. Symmetry 6. Identify
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This video is about Continuity and End Behavior. I talk about what makes a function continuous and discontinuous. I go through the different types of discontinuity- Infinite, removable, and jump. We also discuss end behavior and how to read limits.
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This is the first section in the study guide for the Power, Polynomial and Rational Functions unit. In this study guide you will graph and analyze power and radical functions. With these functions you will describe the domain and range, intercepts,
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Guided Notes over Functions. These notes include interval notation, set-builder notation, writing relations, domain, range, vertical line test and determining if a relation is a function.
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TEACHING EXPERIENCE

I am entering into my 4th year of teaching in South Dakota.

MY TEACHING STYLE

I teach in a program designed for students who want more from high school - students who want to work hard while learning in different ways, mastering content and being accountable - students who are not just satisfied with an answer, but want to know why that is the answer or is it really the answer?

HONORS/AWARDS/SHINING TEACHER MOMENT

Yet to be added

MY OWN EDUCATIONAL HISTORY

I graduated from South Dakota State University with a Bachelor of Science in Mathematics with an Education Emphasis.

ADDITIONAL BIOGRAPHICAL INFORMATION

I truly believe that all learners can be successful in mathematics if they work hard and have a facilitator who provides them with the resources they need. I love math and want to share my enthusiasm with all learners.

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