Bnu1501 exam pack Study guides, Study notes & Summaries

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BNU1501 EXAM PACK 2024
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  • BNU1501 EXAM PACK 2024 RECENT QUESTIONS WITH ANSWERS
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BNU1501 EXAM PACK 2024
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BNU1501 EXAM PACK 2023 LATEST QUESTIONS ND ANSWERS
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BNU1501 EXAM PACK 2024
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BNU1501 EXAM PACK 2023
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BNU1501 EXAM PACK AND NOTES
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BNU1501 EXAM PACK 2023 LATEST QUESTIONS ND ANSWERS Stuvia.com - The study-notes marketplace Downloaded by: tashirikamccarthy | tashirikamccarthy@gmail.com Distribution of this document is illegal UNIVERSITY EXAMINATIONS MAY/JUNE 2020 BNU1501 BASIC NUMERAC
  • BNU1501 EXAM PACK 2023 LATEST QUESTIONS ND ANSWERS Stuvia.com - The study-notes marketplace Downloaded by: tashirikamccarthy | tashirikamccarthy@gmail.com Distribution of this document is illegal UNIVERSITY EXAMINATIONS MAY/JUNE 2020 BNU1501 BASIC NUMERAC

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  • BNU1501 EXAM PACK 2023 LATEST QUESTIONS ND ANSWERS S - The study-notes marketplace Downloaded by: tashirikamccarthy | Distribution of this document is illegal UNIVERSITY EXAMINATIONS MAY/JUNE 2020 BNU1501 BASIC NUMERACY Duration: 2 Hours 30 Minutes 100 Marks EXAMINERS FIRST DR MT MASETSHABA SECOND MS BS NCUBE EXTERNAL DR HARRY WIGGINS (University of Pretoria) This paper consists of 10 pages, which include a list of formulas on page 10. Programmable calculator permissible. Instr...
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BNU1501  - Basic Numeracy EXAM PACK 2022.
  • BNU1501 - Basic Numeracy EXAM PACK 2022.

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  • BNU1501 - Basic Numeracy EXAM PACK 2022. Question 1 The expression 35 ÷ 5+2 − ((3 × 4 − 2) − (18 − 3 × 4)) can be rewritten as [1] 9 − 6 + 42. [2] 9 − 10 + 6. [3] 5 − 6 + 42. [4] 5 − 10 + 6. Question 2 Subtracting the sum of 2x + x3 and x + 7 from −8 − 5x3 + 4x gives [1] −15 − 6x3 + x. [2] 3x + x3 + 7. [3] −x + 6x3 + 15. [4] 7x − 4x3 + 15. Question 3 The option that has the same value as 2 √ 25 − √3 54 + 9+42 is [1] 23 √ 2 − 3 √...
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BNU1501 EXAM PACK 2024
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BNU1501 - Basic Numeracy EXAM PACK 2022.
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  • BNU1501 - Basic Numeracy EXAM PACK 2022. CONFIDENTIAL Page 2 of 10 BNU1501 May/June 2020 Question 1 The expression 35 ÷ 5+2 − ((3 × 4 − 2) − (18 − 3 × 4)) can be rewritten as [1] 9 − 6 + 42. [2] 9 − 10 + 6. [3] 5 − 6 + 42. [4] 5 − 10 + 6. Question 2 Subtracting the sum of 2x + x3 and x + 7 from −8 − 5x3 + 4x gives [1] −15 − 6x3 + x. [2] 3x + x3 + 7. [3] −x + 6x3 + 15. [4] 7x − 4x3 + 15. Question 3 The option that has the same value as 2 √ 25...
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