Study with Quizlet and memorize flashcards containing terms like slope (m), y-intercept (b), 1) Find the y-intercept 2) FInd the Slope (rise over run) 3) put numbers into equation (y=mx+b) and more.

How To: Given THE graph of A linear function, find the equation to describe the function. Identify the y- intercept from the graph. Choose two points to determine the slope. Substitute the y- intercept and slope into slope-intercept form of a line. Match each equation of a linear function with one of the lines in the graph below.

One key component to fully understanding linear functions is to be able to describe characteristics of the graph and its equation. Important: If a graph is a line (arrows), we need to assume that it goes on forever.

November 14th HW: Function Notation/ Key Features of Functions Notes

Day 1 -- Intro to functions and definitions: give examples of equations, graphs, tables to represent functions. Define input, output, function, graph, table, equation, linear, and variable.

Unit 5 - Linear Functions 5.1 Plot Points in the Coordinate Plane 5.2 Graph Linear Equations using Intercepts 5.3 Rate of Change (Slope) 5.4...

Writing linear equations is a very important algebraic skill. How do you write an equation is slope intercept form? How do you write an equation given two points? What is the “standard” form of …

Unit 5 Linear Functions Practice Test Name: 1. Which equation represents the line shown in the graph below? A. C. y = 2 3x + 4

Connect the 3 points to make a line and label the line with the equation. Study with Quizlet and memorize flashcards containing terms like Slope, Horizontal Slope, Vertical Slope and more.

write and graph linear equations for real-world situations and identify key features calculate the rate of change of a linear function in real-world situations write linear inequalities and graph the solution set ready-to-go, scaffolded