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Explore common and natural logarithms, including their applications in the Richter scale and principles of natural logs, with a focus on Euler's number and change of base.
Comprehensive introduction to radicals and radical functions, covering square and cube roots, simplification techniques, and practical applications in intermediate algebra.
Explore non-linear functions, including square roots, absolute values, and reflections. Learn to graph and analyze these functions for a deeper understanding of intermediate algebra.
Learn properties of exponents in polynomials and techniques for multiplying polynomials, including product and power properties, with clear examples and step-by-step explanations.
Learn to add and subtract polynomials, combine like terms, and distribute negatives in this comprehensive pre-algebra lesson with practice questions and evaluation.
Learn to apply proportions in real-world scenarios, from tire calculations to profit analysis, enhancing problem-solving skills in practical mathematics.
Master simplifying complex fractions and applying order of operations to fractions in this comprehensive lecture, enhancing your prealgebra skills and problem-solving abilities.
Learn multiplication properties, distribution, large number multiplication, and area calculation with practical applications and word problems.
Learn to calculate confidence intervals for sample means with known population standard deviation, including margin of error and required sample size determination.
Explore the Central Limit Theorem, z-scores, and standard scores in statistics. Learn key concepts and their practical applications through examples and explanations.
Comprehensive introduction to probability concepts, covering sample spaces, events, observed and classical probabilities, and subjective probability, with practical examples and applications.
Learn to fully factor polynomials over complex numbers and find all solutions, including complex ones, in this comprehensive algebra lesson.
Learn to apply the Rational Zeros Theorem to find potential rational roots of polynomial functions, enhancing your problem-solving skills in precalculus and college algebra.
Learn to determine polynomial function x-intercepts using Descartes' Rule of Signs, a powerful technique for analyzing polynomial behavior and roots.
Learn techniques for dividing polynomials using synthetic and long division methods, essential for understanding the Rational Zeros Theorem in precalculus and college algebra.
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