1. 1 A gardener wants to use 62 ft. of fencing bought at a garage sale to enclose a rectangular garden. Find the dimensions of the gardens if its length is to be 4 ft. longer than twice its width.

2. 1 A restaurant owner needs to purchase some tables, chairs, and dinner plates for the dining area. She plans to buy 4 chairs and 4 plates for each new table. She also plans to buy 20 additional plates in case of breakage. If a table cost $100, a chair $50, and a plate $5, how many of each can she buy if she takes out a loan for $6,500 to pay for the new items?

3. 1 The 1 st part of California’s magnificent 17-Mile Drive is 1 mile longer than the 2 nd part of the drive. The final part of the drive is 1 mile longer than four times the length of the 2 nd part. How long is each part of the 17-Mile Drive?

4. 1 A rectangle is formed by placing two identical squares side by side. If the perimeter of the rectangle is 90 centimeters, what is the length of a side of each square?

5. 1 In a certain rectangle, the length is three inches more than the width. If the length is increased by four inches and the width is increased by two inches, the perimeter of the new rectangle will be 78 inches. Find the dimensions of the original rectangle.

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7. 2 The graph shows the cost of a phone call depending on the length of the phone call in minutes. State the following 1.Independent Variable: 1.Dependent Variable: 1.Equation: 1.Meaning of the y-intercept: 1.Meaning of the x-intercept:

8. 2 Joe has an afterschool job at the local sporting goods store. He makes $9.50 an hour and never works more than 20 hours in a week. State the following 1.Independent Variable: 1.Dependent Variable: 1.Equation: 1.Domain: 1.Range: 1.Discrete or Continuous

9. 2 Oscar had a summer job that pays $8.50 an hour, he worked between 15 and 35 hours every week. State the following 1.Independent Variable: 1.Dependent Variable: 1.Equation: 1.Domain: 1.Range: 1.Discrete or Continuous

10. 2 Emma’s service club is raising money by wrapping presents in the mall. The club will charge $3 for each present wrapped. State the following 1.Independent Variable: 1.Dependent Variable: 1.Equation: 1.Domain: 1.Range: 1.Discrete or Continuous

11. 2 What are the zeros of these functions? y = 2x – 3 y = (x – 5)(x + 3)

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15. 3 Find the x and y intercepts of the following linear functions:

16. 3 An Oakmont student has $50 on a lunch debit card. If each meal cost $2.50, how many meals can the student buy without adding more money to the debit card? 1. State the equation 2.State the y-intersect as an ordered pair. 2.What does the intersection mean (or refer to)? 3.State the x-intersect as an ordered pair. 2.What does the intersection mean (or refer to)?

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18. 3 State the following: 1.Domain3. y-intercept 2.Range4. Zeros of the function

19. 4 y = -8(x + 1) Find the rate of change of the following functions

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22. 4 Justin and Joe are biking downhill. Justin starts 500 feet ahead of Joe and travels at a rate of 44 feet per second. Joe’s rate is shown in the graph. After one minute, who will be further down the hill?

23. 4 The functions below represent pricing plans for car rentals, where d is the number of days and c is the cost. Order the car rentals from least to greatest based on their rate of change. Enterprise Total cost is $30 plus $25 per day

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