| Exam Board | AQA |
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| Module | C2 (Core Mathematics 2) |
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| Year | 2005 |
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| Session | January |
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| Topic | Laws of Logarithms |
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5
- Given that
$$\log _ { a } x = 3 \log _ { a } 6 - \log _ { a } 8$$
where \(a\) is a positive constant, show that \(x = 27\).
- Write down the value of:
- \(\quad \log _ { 4 } 1\);
- \(\log _ { 4 } 4\);
- \(\log _ { 4 } 2\);
- \(\quad \log _ { 4 } 8\).