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Notes Over 2.3 Graphing with the Slope-Intercept Form Graph the equation. 1. y 3x 1 y int 1 3 up 3 m 1 right 1 Notes Over 2.3 Graphing with the Slope-Intercept Form Graph the equation. 2 2. y x 2 3 y int 2 2 down 2 m 3 right 3 Notes Over 2.3 Graphing with the Slope-Intercept Form Graph the equation. 3. 3x y 4 3x 3x y 3x 4 y 3x 4 y int 4 3 down 3 m 1 right 1 Notes Over 2.3 Graphing with the Standard Form Form Graph the equation. 4. x 4 y 8 x int x 8 x 8 y int 4 y 8 y2 Notes Over 2.3 Graphing with the Standard Form Form Graph the equation. 5. 2 x 5 y 10 x int 2 x 10 x 5 y int 5 y 10 y 2 Notes Over 2.3 Graphing with the Standard Form Form Graph the equation. 6. 2 x y 4 x int 2 x 4 x2 y int y 4 y 4 Notes Over 2.3 Graphing with the Standard Form Form Graph the equation. 7. x 3 x int x 3 y int none Notes Over 2.3 Graphing with the Standard Form Form Graph the equation. 8. y 6 x int none y int y 6 Notes Over 2.3 Graphing with the Standard Form Form Graph the equation. 9. x 4 x int x 4 y int none Notes Over 2.3 Using the Standard Form 10. Members of the chorus need to raise $650 selling hoagies and pizzas. The profit they receive on each hoagie is $1.25 and $2.50 for each pizza. Find three different combinations for the numbers of each sold to raise the needed amount. 1.25h 2.50 p 650 h p 0 520 260 0 80 220 Notes Over 2.3 Using the Standard Form 11. Daniel is employed at two different restaurants. At one restaurant he makes $5.35 per hour and at the other he makes $6.25. Daniel needs to earn $105.30 a week to pay his bills. Describe the number of hours he could work at each restaurant to earn this amount. 5.35a 6.25b 105.30 a b 0 16.848 0 19.68 10 8.288 Notes Over 2.3