High School Recognising Situations Involving Constant Percent Rates Resources

Focuses on understanding logarithmic and exponential functions through graph interpretation and asymptote determination. Develops skills in identifying graph features and calculating asymptotes, enhancing comprehension of these mathematical concepts.

Explore the principles and techniques for solving logarithmic and exponential inequalities. Understand the application of logarithmic properties and conversions between different forms. Develop skills to effectively solve problems involving these equations.

Explore the conversion of logarithmic equations to exponential form and examine exponential growth using engaging metaphors and practical examples. Gain an understanding of key logarithmic laws and develop the ability to apply these principles to solve real-world problems, thereby enhancing mathematical reasoning and problem-solving skills.

Explore logarithmic integration techniques with a focus on using reference sheets, constants, and specific integral forms. Acquire skills in simplifying and solving complex integrals to enhance calculus proficiency.

Explore techniques for solving logarithmic equations, focusing on essential concepts such as equivalent exponential forms and the application of logarithmic laws. Develop problem-solving skills and gain a comprehensive understanding of verifying solutions and identifying extraneous results.

Explore the foundational principles of derivatives by focusing on understanding and applying the chain rule. Achieve proficiency in derivative notation, effectively apply the chain rule, and comprehend the influence of constant coefficients in differentiation.

Explore foundational concepts of differentiation and integration, focusing on exponential and logarithmic functions. Achieve proficiency in applying these calculus techniques to problem-solving, while gaining a deeper understanding of the underlying mathematical principles.

Explore the foundational concepts of calculus by understanding derivatives and integrals. Gain a deep comprehension of the principles and their workings, equipping you with the skills to apply calculus effectively in various mathematical contexts.

Explore the mathematical relationship between logarithmic and exponential forms, concentrating on conversion techniques and practical applications. Learners will acquire the ability to switch between these two forms efficiently, enhancing their problem-solving skillset and deepening their understanding of mathematics.

Explore logarithmic concepts by drawing parallels to real-world scenarios such as the concept of a doubling machine to comprehend exponential growth. Develop skills in manipulating logarithmic expressions while gaining insights into the mathematical relationship between logarithms and exponentials.

Explore how exponential and logarithmic functions apply to real-world contexts such as compound interest, continuous compounding, and the rule of 70. Gain the ability to solve financial investment problems and analyze natural growth phenomena, enhancing mathematical reasoning and problem-solving skills.

Explore the foundational concepts of exponential and logarithmic functions, focusing on their properties, behavior, and interrelationships. Gain proficiency in understanding how these functions apply to real-world scenarios and the mathematical principles that guide their operations.

Focuses on graphing exponential and logarithmic functions, highlighting their relationships and properties. Emphasizes skills in identifying function asymptotes, understanding inverse relationships, and applying graphing techniques to various function types.

Explore the core principles of exponential and logarithmic functions, focusing on mathematical growth and decay processes. Improve skills in recognizing exponential functions, analyzing tables and graphs, and applying growth models to practical situations.

Explore the fundamental concepts of exponential and logarithmic functions, focusing on recognizing patterns and understanding equations. Gain insights into identifying exponential growth and decay in real-world contexts, and develop the ability to distinguish between different function types and their properties.

Explore the properties and evaluation methods for exponential and logarithmic functions, focusing on the power and change of base formula. Gain the ability to apply logarithmic properties to condense, expand expressions, and simplify equations, enhancing problem-solving skills in mathematical expressions.

Explore logarithmic functions by focusing on techniques for condensing and expanding expressions. Improve problem-solving skills and deepen understanding of logarithmic properties, laying the groundwork for mastering more advanced mathematical concepts.

Explore logarithmic expressions with a focus on evaluation and simplification techniques. Develop skills in applying logarithmic properties and evaluating logarithmic functions to enhance problem-solving capabilities in mathematics.

Examine the characteristics and transformations of exponential and logarithmic functions with a focus on horizontal and vertical asymptotes. Develop skills in graph shifting, identifying inverse functions, and applying domain knowledge.

Explore the principles of exponential growth and decay, focusing on mathematical functions and their real-world applications. Gain insights into identifying exponential patterns, understanding function behavior, and applying this knowledge in practical scenarios, enhancing mathematical comprehension and analytical skills.