Objective- To write and graph linear equations to describe given situations.

Sep 07, 2012

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Objective- To write and graph linear equations to describe given situations.

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1. Objective- To write and graph linear equations to describe given situations.

LINEAR EQUATIONS AND HOW TO GRAPH THEM

. . WHAT IS A LINEAR RELATIONSHIP?. The basic idea of a linear relationship is that it has a constant rate of change. The change can either be a constant increase or a constant decrease. . . . EQUATIONS. There are 3 types of equations that you could use. Slope-intercept Form: y=mx bStandard Form:

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Objective - To write and to graph linear equations that describe dependent relationships

Objective - To write and to graph linear equations that describe dependent relationships. Let n = # of triangles. Independent. Dependent. p. n. Let p = the perimeter of each figure . 1. 3. A) Find an equation that describes p in terms of n. 2. 4. p = n + 2. 3. 5.

295 views • 15 slides

Graph of Linear Equations

Graph of Linear Equations. Objective: Graph linear equations. The graph of any linear equation is a straight line.

642 views • 43 slides

9.2 Graph and Write Equations of Parabolas

9.2 Graph and Write Equations of Parabolas. Content Objectives: Students will be able to graph and write equations of parabolas that open to the left and the right. Language Objectives: Students will translate equations into graphs and graphs into equations after taking notes and pair share.

444 views • 14 slides

Using Slope to Write Equations for Linear Functions

Using Slope to Write Equations for Linear Functions. Warm Up. 1. The points whose coordinates are (3,1), (5,-1), and (7,-3) all lie on the same line. What could be the coordinates of another point on that line? Explain.

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Graph Linear Equations

Graph Linear Equations. How do we graph linear equations?. In the last section, we looked at how to solve for the slope of an equation and how to solve for the y-intercept. Now we are going to look at how to graph these lines. Remember…. To solve for the slope, we use the formula

327 views • 12 slides

3.4 Graph of Linear Equations

3.4 Graph of Linear Equations. Objective 1. Use the slope-intercept form of the equation of a line. Slide 3.4-3. Use the slope-intercept form of the equation of line.

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2.7 Objective ; _____ To graph and write absolute value functions _

2.7 Objective ; _____ To graph and write absolute value functions _. Check point; In the graph y=|x+4| -8 , name the vertex. _____ (-4, -8)________ Plot another point on the graph. ___(0, -4)_ Use symmetry to find a third point _(-8, -4) _ and sketch the graph.

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8.2 Graph and Write Equations of Parabolas

8.2 Graph and Write Equations of Parabolas. Where is the focus and directrix compared to the vertex? How do you know what direction a parabola opens? How do you write the equation of a parabola given the focus/ directrix ? What is the general equation for a parabola?. and a fixed line,.

1.25k views • 31 slides

Objective- To use and write equations involving direct variation

Objective- To use and write equations involving direct variation. When a dependent variable y is proportional to and varies directly with an independent variable x. Direct Variation-. y = k x. k = constant of variation (any non-zero real number).

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Objective - To solve word problems involving linear situations.

Objective - To solve word problems involving linear situations. Point and Slope. Two Points. A sky diver jumps from a plane. He is 10,100 ft. above the ground after 60 sec. and is 8300 ft. after 3 min. A sky diver jumps from a plane at 11,000 ft. above the ground and descends at

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Objective: Graph and write linear equations in point-slope form

Section 5- 4: Point-slope Form of a Linear Equation SPI 22C: select the graph that represents a given linear function. Objective: Graph and write linear equations in point-slope form. 3 Different Forms of a Linear Equation. 1. Slope-Intercept form: y = mx + b

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Objective - To solve equations over given replacement sets.

Objective - To solve equations over given replacement sets. Inequalities. Equalities. <. Is less than. =. Equals- is the same as. Is greater than. >. Congruent- same size and shape. Is less than or equal to. Approx. equal to. ~. Similar- same shape.

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8.5 Graph and Write Equations of Hyperbolas

8.5 Graph and Write Equations of Hyperbolas. p.518 What are the parts of a hyperbola? What are the standard form equations of a hyperbola? How do you know which way it opens? Given a & b, how do you find the value of c? How do you graph a hyperbola?

683 views • 34 slides

Learn to identify and graph linear equations.

Learn to identify and graph linear equations. Vocabulary. linear equation rate of change.

414 views • 29 slides

Write and graph piecewise functions. Use piecewise functions to describe real-world situations.

Objectives. Write and graph piecewise functions. Use piecewise functions to describe real-world situations. Vocabulary. piecewise function step function. Notes. A) Create a table for the two pieces of g(x) B)Graph the function g(x). ●.

177 views • 16 slides

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