NECO Mathematics · Number and Numeration

Logarithms: NECO Mathematics Past Questions and Answers

What the WAEC syllabus covers in Logarithms

Our summary: Logarithms as the reverse of powers, and using their rules to simplify calculations.

  • Relationship between indices and logarithms, e.g. y=10ky = 10^k implies log⁡10y=k\log_{10} y = k
  • Basic rules of logarithms e.g. log⁡10(pq)=log⁡10p+log⁡10q\log_{10}(pq) = \log_{10}p + \log_{10}q, log⁡10(p/q)=log⁡10p−log⁡10q\log_{10}(p/q) = \log_{10}p - \log_{10}q, log⁡10pn=nlog⁡10p\log_{10}p^n = n\log_{10}p
  • Use of tables of logarithms and anti-logarithms

Syllabus content © The West African Examinations Council (WASSCE (harmonised West African syllabus)). NECO questions are matched to the WAEC syllabus topic.

NECO Mathematics questions on Logarithms

  1. NECO 2008Find the value of log √3 81
  2. NECO 2008Simplify the expression: Log 4 16 + Log 3 27 + Log 8 4096
  3. NECO 2005If log 3 = 0.4771 and log 2 = 0.3010, what is the value of log 12?
  4. NECO 2005Evaluate log 18 + log6 - log16 ^ 1/2
  5. NECO 2004Evaluate (Log13 - log5) ÷ X(log5-log13) without using tables
  6. NECO 2004If log102 = 0.3010 and log103 = 0.4771, simplify: (Log108-log92) ÷ (Log109 - log102)

Years with Logarithms questions in DeeepSolve's question bank

From the past questions DeeepSolve holds, not a count of everything the exam body has set.

  • 2008
  • 2005
  • 2004