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Ikamva Youth: GRADE 9 BASELINE ASSESSMENT: PAPER 1

Ikamva Youth: GRADE 9 BASELINE assessment : PAPER 1 MARKS: 60 TIME ALLOWED: 1 hour PUPIL S NAME: _____ DATE: _____ INSTRUCTIONS This test is based on GRADE 9 work only All questions should be attempted Answer all the questions on the question PAPER , using the space to show your working Calculators may be used SECTION A: ALGEBRA Question 1 Factorise fully: (a) pypx+ _____ 1 mark (b) 252 x _____ 2 marks (c) 2231812yxyx+ _____ 2 marks (d) )(3)(xyyxx + _____ 2 marks Question 2 Simplify the following: (a) (1 )-2 [do not use a calculator; show your working; and give your answer as a fraction] _____ 2 marks (b) 656324816cabcba _____ 2 marks (b) )]4(2[5)3(2 aaa _____ 3 marks (c) 2)14( x _____ 2 marks (d) 22334 xx _____ 3 marks (e) xyyyxyx2616462922 + _____ 5 marks Question 3 Solve for x: (a) xx95214 = _____ 2 marks (b) 453=x _____ 2 marks (c) 1632394 = +xxx _____ 4 marks Question 4 Question 5 SECTION B: DATA HANDLING AND PROBABILITY Question 6 Question 7

• This test is based on Grade 9 work only • All questions should be attempted • Answer all the questions on the question paper, using the space to show your working

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  Assessment, Grade, Baseline, Grade 9 baseline assessment

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Transcription of Ikamva Youth: GRADE 9 BASELINE ASSESSMENT: PAPER 1

1 Ikamva Youth: GRADE 9 BASELINE assessment : PAPER 1 MARKS: 60 TIME ALLOWED: 1 hour PUPIL S NAME: _____ DATE: _____ INSTRUCTIONS This test is based on GRADE 9 work only All questions should be attempted Answer all the questions on the question PAPER , using the space to show your working Calculators may be used SECTION A: ALGEBRA Question 1 Factorise fully: (a) pypx+ _____ 1 mark (b) 252 x _____ 2 marks (c) 2231812yxyx+ _____ 2 marks (d) )(3)(xyyxx + _____ 2 marks Question 2 Simplify the following: (a) (1 )-2 [do not use a calculator; show your working; and give your answer as a fraction] _____ 2 marks (b) 656324816cabcba _____ 2 marks (b) )]4(2[5)3(2 aaa _____ 3 marks (c) 2)14( x _____ 2 marks (d) 22334 xx _____ 3 marks (e) xyyyxyx2616462922 + _____ 5 marks Question 3 Solve for x: (a) xx95214 = _____ 2 marks (b) 453=x _____ 2 marks (c) 1632394 = +xxx _____ 4 marks Question 4 Question 5 SECTION B: DATA HANDLING AND PROBABILITY Question 6 Question 7 Question 8 Question 9 Question 10


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