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1. Think of any currency and make a formula that will convert philippine peso to this currency.

2. Write the table of values showing the conversion and sketch the graph.

3. Create formula that will convert the currency that you have chosen in Item 1 to peso.

4. Make a table of values using the second formula and sketch the graph in the same cartesian plane you have made in Item 2.

5. Answer the following questions:

a. What relationship exists between the two formulas you have made?

b. What can you say about their graphs?


I. Converting Currency Guidelines:

1. Think of any currency and make a formula that will convert philippine peso to this currency.

2. Write the table of values showing the conversion and sketch the graph.

3. Create formula that will convert the currency that you have chosen in Item 1 to peso.

4. Make a table of values using the second formula and sketch the graph in the same cartesian plane you have made in Item 2.

5. Answer the following questions:

a. What relationship exists between the two formulas you have made?

b. What can you say about their graphs?


What is the y-intercept of the function f(x) = –x + ?


What is the y-intercept of the function f(x) = –x + ?


Consider the following quadratic equation: y = 5x 2 + 15x − 50.


What are the coordinates of the point(s) where the graph of the function crosses the x-axis?


(a) (0, −2) and (0, 4)


(b) (0, 2) and (0, 4)


(c) (2, 0) and (−5, 0)


(d) (2, 0) and (4, 0)


Nick works on a tree farm, bundling

seedlings. His workweek is 40 h, and he can

complete three bundles per hour. He needs

to choose one of the following rates of pay:

i) $8.75 per hour

ii) $4.75 per hour plus $1.35 per bundle

iii) $2.75 per bundle

a) Write an algebraic expression that

shows Nick’s weekly earnings at each

rate of pay.

b) Which rate of pay should Nick choose?

Use your algebraic expressions to

support your answer.


A student drops a ball and measures the height the ball reaches after each bounce. She recorded the data in a table as shown.

Bounce numberMaximum Height after the bounce (cm) 1, 2,3,4 112,

89.6 ,71.68 ,57.32

  1. From what height was the ball dropped? Show how you deduced your answer. (3 pts)
  2. What percentage of the previous height will the ball reach on its next bounce? (2 pts)
  3. On which bounce was the height reached less than 10 cm? (3 pts)
  4. What was the height the ball reached after the 6th bounce? (2 pts)
  5. Name a limitation to this mathematical model.

Find the 7th term of an A.P is 15 and the fourth term is 9. Find the sequence of first term

What are the factors of 13a+26²_39³

During the past 6 months, 15 of an Australian-based company’s customers have left to do business with one of its competitors. During the same time, the company has started doing business with 25 new customers. The average revenue that outgoing customers generated was $1000. The average revenue that new customers generate was $500. How many more customers generating the average revenue for new customers does the company need to account for the difference between the revenue for ongoing and new customers?


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