CSEC Mathematics Paper 3 January 2021 - Free CXC Past Paper with Answers

Question 2 (10 marks)

Flagship Movie Rentals charges an annual membership fee plus an additional fee for the weekly rental of each movie.

The graph below shows the total fee, ( $T$ ), as it varies with the number of movies rented, ( $V$ ).

(a)

Using the graph, fill in the missing values in the table below.

Number of Movies Rented ( $V$ )	Total Fee, $T$ (S)
	75
30	130
50
124	300

[2 marks]

(b)

The total fee, $T$ , is related to the number of movies rented, $V$ , by the equation $T = mV + c$ . Determine the value of

(b)(i)

$c$

[1 mark]

(b)(ii)

$m$ .

[1 mark]

(c)

Complete the following statement.

According to the graph, the annual membership fee is $ $$ .................................................... and the fee to rent one movie for a week is $ $$ ....................................................

[2 marks]

(d)

Brooke and her family budgeted $700 for renting movies for the year.

(d)(i)

Using an equation, or otherwise, determine the MAXIMUM number of movies they can rent.

[2 marks]

(d)(ii)

At Rightstar Movie Rentals, there is no membership fee but Brooke will pay $1.95 to rent a movie for one week. From which of the two rental clubs would Brooke be able to rent more movies on the same budget? Show calculations to justify your answer.

[2 marks]

CSEC Mathematics Paper 3 January 2021 - Free CXC Past Paper with Answers

CSEC Mathematics Paper 3 January 2021 Questions

Question 1 (7 marks)

Question 2 (10 marks)