1MA0 Higher June 2014 Paper 2 Q24
24 \(p\) is inversely proportional to \(t\).
When \(t = 4\), \(p = 12\)
Find the value of \(p\) when \(t = 6\) (3)
| Answer | Mark | Notes |
|---|---|---|
| 8 | 3 | M1 for \(p = \dfrac{k}{t}\) oe (\(k \neq 1\)) or \(12 = \dfrac{k}{4}\) M1 for correct method to find \(k\) or \(p = \dfrac{48}{t}\) oe or (dep on M1) for \(k = 48\) A1 cao OR M1 for \(\dfrac{6}{4}\) oe M1 for \(12 \div \dfrac{6}{4}\) oe A1 cao |