BECE JHS Mathematics 2009 Past Questions

Practice each question, then open it to see the full details.

Question 3
(a) (i) Using a scale of 2cm to 1 unit on both axes, draw two perpendicular axes OX and OY on a graph sheet.
(ii) Mark on the same graph sheet the x-axis from -5 to 5 and y-axis from -6 to 6
(iii) Plot the points A(2,5), B(2,2) and C(4,2). Join the points A, B and C to form a triangle ABC
(iv) Using the y-axis as mirror line, draw the image triangle A1B1C1 of the triangle ABC such that A?A1, B?B1 and C?C1.
Write down the coordinates of A1, B1 and C1
(v) Draw the image triangle A2B2C2 of triangle ABC under anticlockwise rotation of 180o about the origin where A?A2, B?B2 and C?C2.
Write down the coordinates of A2, B2 and C2

(b) Given that
Evaluate 2a – 3c + b
Theory
Question 6
(a) Given that ¢10,000.00 = GH¢1.00.
Complete the following table relating cedis (x) to Ghana cedis (y)
¢ (x) 10,000 50,000 150,000 250,000 350,000 450,000
GH¢(y) 1 45

(b) (i) On a graph sheet draw two perpendicular axes OX and OY.
(ii) Using a scale of 2cm to ¢50,000.00 on the Ox axis and 2cm to GH¢5.00 on the Oyo axis. Mark the Ox axis from 0 to ¢450,000 and OY axis from 0 to GH¢50.00

(c) Plot the points and join them with a straight line

(d) From your graph find the value of
(i) GH¢8.00 in cedis (¢)
(ii) GH¢35.00 in cedis (¢)
(iii) ¢260,000.00 in Ghana Cedis (GH¢)
Theory