Solving for a Parameter in a Linear Equation - Concept

Concept Concept (1)

The definition of a function can be extended to define the definition of inverse of a function. Along with one to one functions, invertible functions are an important type of function. The definition of inverse says that a function's inverse switches its domain and range. The definition of inverse helps students to understand the unique characteristics of the graphs of invertible functions.

Sample Sample Problems (3)

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Solving for a Parameter in a Linear Equation - Problem 1

Solve for x.

x + b = c
a
Problem 1
How to solve for a parameter in a linear equation with a fraction.
Solving for a Parameter in a Linear Equation - Problem 2

Solve for x.

x − 4 = y + z
5
Problem 2
How to solve for a parameter when there are multiple variables.
Solving for a Parameter in a Linear Equation - Problem 3
Problem 3
Literal equations, or solving for a variable in a given equation with multiple variables.