Subject

Math

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  2. Interactive Videos
  3. Math
  4. Functions
  5. Function Concepts
  6. Function Fundamentals
  7. Understanding Functions
  8. Comparing Properties Of Two Functions That Are Represented Either Algebraically, Graphically, In Tables And/or Using Verbal Statements

Comparing Properties Of Two Functions That Are Represented Either Algebraically, Graphically, In Tables And/or Using Verbal Statements Interactive Videos

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8th Grade - 12th Grade

[Understanding Functions - Comparing Tables and Equations - Algebraic Concepts]

[Understanding Functions - Comparing Tables and Equations - Algebraic Concepts]

Interactive Video

[Understanding Functions - Comparing Tables and Equations - Algebraic Concepts]

8th Grade - 12th Grade

Math

Engage with algebraic concepts by analyzing and comparing functions through tables and equations. Gain proficiency in identifying slopes, intercepts, and determining cost-effective solutions.

11th Grade - 12th Grade

Key Properties and Transformations - Functions - Advanced Mathematical Concepts

Key Properties and Transformations - Functions - Advanced Mathematical Concepts

Interactive Video

Key Properties and Transformations - Functions - Advanced Mathematical Concepts

11th Grade - 12th Grade

Math

Investigate transformations and properties of functions such as \(e^x\) and their importance. Achieve proficiency in applying these concepts to evaluate integrals and appreciate symmetry in mathematical contexts. Gain a thorough understanding of function behavior, mastering skills essential for interpreting and analyzing complex mathematical expressions.

11th Grade - 12th Grade

Integral Analysis - Properties of Integrals - Calculus

Integral Analysis - Properties of Integrals - Calculus

Interactive Video

Integral Analysis - Properties of Integrals - Calculus

11th Grade - 12th Grade

Math

Explore the properties of integrals by investigating reverse, dummy, and symmetry concepts. Gain a deeper understanding of their applications in foundational calculus, focusing on how these properties can facilitate problem-solving and enhance comprehension of calculus techniques.

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