9th Grade

Name: Why Do Exponential Functions Grow by Equal Factors Over Equal Intervals?
Uploaded: 2025-07-25T07:34:14.951Z
Channel: House of Math
Description: Exponential functions grow by equal factors over equal intervals because each step multiplies the previous value by the same number. This video shows why that happens.

Solve system of equations with one linear equation and a quadratic equation graphically

Activity Set 1

Infinite Series with a Variable Quotient Converges

Activity Set 1

Find Sum of Infinite Geometric Series with a Variable Quotient

Activity Set 1

Piecewise Functions

Activity Set 1

How do you multiply polynomials?

Activity Set 1

Inequalities in One Variable With Addition and Subtraction

Activity Set 1

Inequalities in One Variable With Multiplication and Division

Activity Set 1

Subtract Polynomials

Activity Set 1

What Is a Geometric Series?

Activity Set 1

Geometric Series

Activity Set 1

How Do You Find the Sum of a Geometric Series?

Activity Set 1

How do you add polynomials?

Activity Set 1

How can you prove that linear functions grow by equal differences over equal intervals?

How do you make an exponential function which includes a geometric sequence?

How can you use a graph to show that exponential growth eventually exceeds linear, quadratic or polynomial growth?

Why Do Exponential Functions Grow by Equal Factors Over Equal Intervals?

Exponential functions grow by equal factors over equal intervals because each step multiplies the previous value by the same number. This video shows why that happens.

Done

Continue

Activity Set 1

How do you recognize situations in which one quantity changes by a constant percent relative to another?

How do you recognize situations in which one quantity changes at a constant rate relative to another?

How do you prove that replacing one equation with a linear combination preserves the solution set?

How do you write and evaluate expressions with multiple variables?

Boss Battle