What you will learn in the Algebra: Elementary to Advanced Specialization Course
- Solve linear, quadratic, polynomial, and exponential equations.
- Understand properties of real, rational, and irrational numbers.
- Analyze functions: graphs, domains, ranges, intercepts, and asymptotes.
- Apply algebraic concepts to model data, reason logically, and evaluate arguments.
Program Overview
Algebra: Elementary to Advanced – Equations & Inequalities
⏳ 10 hours
- Covers real numbers, equalities, inequalities, polynomials, rational expressions and equations, graphs, relations and functions, radicals and exponents, and quadratic equations.
Algebra: Elementary to Advanced – Functions & Applications
⏳ 5 hours
Reviews the concept of a function and provides examples of common and uncommon types of functions used in various disciplines.
Algebra: Elementary to Advanced – Polynomials and Roots
⏳ 5 hours
Focuses on polynomials, their properties, and methods for finding their roots.
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Job Outlook
Enhances language proficiency for careers in data science, engineering, economics, and finance.
Provides a solid foundation for advanced studies in mathematics and related disciplines.
Completing this specialization can bolster qualifications for roles requiring strong analytical and problem-solving skills.
Specification: Algebra: Elementary to Advanced Specialization Course
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FAQs
- No, the course starts with elementary concepts and builds step by step.
- It’s suitable for both beginners and those refreshing old knowledge.
- Basic arithmetic familiarity is helpful but not mandatory.
- The specialization is structured to guide learners from simple to complex.
- School algebra often focuses only on passing exams.
- This course emphasizes understanding concepts deeply.
- It covers broader applications relevant to real-world problem solving.
- The step-by-step approach prepares you for higher math and technical fields.
- Yes, algebra supports careers in science, engineering, finance, and computer science.
- Data analysis and coding often rely on algebraic thinking.
- Improves problem-solving and logical reasoning in any career.
- Employers value strong analytical and quantitative skills.
- Absolutely—algebra is the foundation for calculus, statistics, and data science.
- Helps you understand equations, functions, and transformations.
- Builds confidence before moving into higher-level math.
- Ensures you’re prepared for technical fields like AI, ML, and engineering.
- Stronger logical reasoning and structured problem-solving.
- Better ability to analyze patterns and relationships in data.
- Confidence in handling technical subjects and quantitative tasks.
- A solid math foundation for academic or career advancement.
