Sophia: Dividing Two Functions: Lesson 5

Can an equation have an infinite number of solutions? Allow your class to discover the relationship between the input and output variables in a two-variable equation. Class members explore the concept through tables and graphs and...

Being a statistician means never having to say you're certain! Learners develop two-way frequency tables and calculate conditional and independent probabilities. They understand probability as a method of making a prediction. 

Sal adds a few more steps to these problems as he solves algebraic equations with two steps, though he states that "there's more than one way to do it." Those who become confused by increasingly complicated algebra problems on a test...

This lesson will assist you in taking the quotient of the x expressions of two functions and dividing according to the rules of algebraic functioning. It is 7 of 10 in the series titled "Dividing Two Functions."

This lesson will assist you in taking the quotient of the x expressions of two functions and dividing according to the rules of algebraic functioning. It is 10 of 10 in the series titled "Dividing Two Functions."

This lesson will assist you in taking the quotient of the x expressions of two functions and dividing according to the rules of algebraic functioning. It is 2 of 10 in the series titled "Dividing Two Functions."

This lesson will assist you in taking the quotient of the x expressions of two functions and dividing according to the rules of algebraic functioning. It is 3 of 10 in the series titled "Dividing Two Functions."

This lesson will assist you in taking the quotient of the x expressions of two functions and dividing according to the rules of algebraic functioning. It is 4 of 10 in the series titled "Dividing Two Functions."

This lesson depicts how to take the product of the x expressions from two functions and distribute and combine like terms. It is 10 of 10 in the series titled "Multiplying Two Functions."

This lesson depicts how to take the product of the x expressions from two functions and distribute and combine like terms. It is 6 of 10 in the series titled "Multiplying Two Functions."