388 Linear Functions
Example 1 Graph the function represented by each table.
- Total Cost of Baseballs
Baseball Total Cost ($)
14
28
312
416
2. Savings Account
Week Amount ($)
0 300
1 350
2 400
3 450
Example 2 Graph each equation.
33 y = x - 1 4. y = - 1 x 5. y = - 2 x + 3
Example 3 6. MEASUREMENT The perimeter of a square is 4 times as great as the length
of any of its sides. The equation p = 4 s describes the perimeter p
of a square with sides s units long. Represent this function by a graph.
= Step-by-Step Solutions begin on page R1.
Extra Practice begins on page EP2.
Example 1 Graph the function represented by each table.
- Total Phone Bill
Time (min) Total ($)
0 10.00
1 10.08
2 10.16
3 10.24
8. Calories in Fruit Cups
Servings Total Calories
1 70
3 210
5 350
7 490
Example 2 Graph each equation.
- y = x + 1 10. y = x + 3 11. y = x
- y = - 2 x 13. y = 2 x + 3 14. y = 3 x - 1
Example 3 Represent each function by a graph.
- CARS A car averages 36 miles per gallon of gasoline. The function
m = 36 g represents the miles m driven using g gallons of gasoline. - FITNESS A health club charges $35 a month for membership fees. The
equation c = 35 m describes the total charge c for m months of membership.
Graph each equation.
- y = 0.25x 18. y = x + 0.5 1919 y = 0.5x - 1
- SHOPPING You buy a DVD for $14 and CDs for $9 each. The equation
t = 14 + 9 c represents the total amount t that you spend if you buy
1 DVD and c CDs. Represent this function by a graph.
B
385_390_C07_L1_895130.indd 388 12/31/09 4:24 PM