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  8. Expressing The Solution Of Exponential Models (ab^(ct) = D) Where The Base Is B As Logarithms Using Technology

Expressing The Solution Of Exponential Models (ab^(ct) = D) Where The Base Is B As Logarithms Using Technology Interactive Videos

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8th Grade - 12th Grade

Solving Techniques - Logarithmic Equations - Mathematical Problem Solving

Solving Techniques - Logarithmic Equations - Mathematical Problem Solving

Interactive Video

Solving Techniques - Logarithmic Equations - Mathematical Problem Solving

8th Grade - 12th Grade

Math

Master techniques for solving logarithmic equations, including identifying and verifying all potential solutions. Develop skills in recognizing and eliminating extraneous solutions while confidently converting logarithmic expressions into their exponential equivalents.

8th Grade - 12th Grade

Exponential and Quadratic Equations - Solving Techniques and Common Bases

Exponential and Quadratic Equations - Solving Techniques and Common Bases

Interactive Video

Exponential and Quadratic Equations - Solving Techniques and Common Bases

8th Grade - 12th Grade

Math

Explore strategies for solving exponential and quadratic equations, with a focus on employing common bases. Develop skills in transforming equations and effective solution techniques.

8th Grade - 12th Grade

Exponential Equations - Solving Techniques - Advanced Algebra

Exponential Equations - Solving Techniques - Advanced Algebra

Interactive Video

Exponential Equations - Solving Techniques - Advanced Algebra

8th Grade - 12th Grade

Math

Explore strategies for solving exponential equations, particularly focusing on the common base technique. Develop proficiency in efficiently solving these equations.

9th Grade - 12th Grade

Understanding Exponential Models - Functions & Differential Equations - Mathematical Growth Patterns

Understanding Exponential Models - Functions & Differential Equations - Mathematical Growth Patterns

Interactive Video

Understanding Exponential Models - Functions & Differential Equations - Mathematical Growth Patterns

9th Grade - 12th Grade

Math

Analyze and solve problems involving exponential growth and decay using functions and differential equations. Develop proficiency in identifying growth patterns and applying mathematical models to real-world scenarios, enhancing skills in mathematical reasoning and problem-solving.

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