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Warm Up #10

Warm Up #10. 1.) Graph 5x + 7y =35 2.) Graph y= 2x -3. Graph 5x + 7y =35. Solve for “y” 7y = -5x +35 Y = -5/7 x + 5. Find 3 points using the table, and graph the line of the equation. y = 2x - 3. 1. -1. 0. -3. -5. -1. 7.3 Linear Equations and Their Graphs.

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Warm Up #10

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  1. Warm Up #10 1.) Graph 5x + 7y =35 2.) Graph y= 2x -3

  2. Graph 5x + 7y =35 Solve for “y” 7y = -5x +35 Y = -5/7 x + 5

  3. Find 3 points using the table, and graph the line of the equation.y = 2x - 3 1 -1 0 -3 -5 -1

  4. 7.3 Linear Equations and Their Graphs

  5. Linear Equations(Graphs are straight lines) • Equation is linear only if the each variable has an exponent of “1”. • (exponent in denominator is not linear) • Products of variables not linear, ie (x)(y) y – 3x = -7 y = 2x + 1 y = x2 + 1 5y = 14 xy = 2

  6. y x - intercept X y - intercept

  7. Graphing using Intercepts Let x=0 and determine the y-intercept. Let y=0 and determine the x-intercept Plot both points. Connect them with a line.

  8. Graph 4x + 3y = 12 using intercepts Find x-intercept 4x + 3(0) = 12 Find y-intercept 4(0) + 3y = 12 4x = 12 3y = 12 x = 3 y = 4

  9. Graph 2x + 3y = 12 using intercepts 6

  10. Graph 3x + 5y = 15 using intercepts 5

  11. Graph 5x - 2y = 10 using intercepts 2

  12. Graph 2y = 3x - 6 using intercepts 2

  13. Horizontal and Vertical Lines • The graph of y= # is HORIZONTAL • The graph x =# is VERTICAL

  14. Graph 4y = 16 using 3-points

  15. Graph 3x = 18 using 3-points

  16. Differences between graphing by using a table and graphing by finding the x and y intercepts • When graphing by a table you need to solve for y (Slope Intercept Form y=mx+b) • When graphing by finding the x and y intercepts you do not have to solve for y (Standard Form Ax +By =C)

  17. AssignmentPage 316( 16 – 42 even and 45-49 all)

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