Two quantities $P\,$ and $Q\,$ are related, and the graph of $log_{10} P$ against $log_{10} Q$ is a straight line with gradient 1.5 which meets the vertical axis at 0.8.

Show that $P\,$ and $Q\,$ can be connected by the equation $P = aQ^b$ and find the values of $a\,$ and $b$ , giving $a\,$ to 3 significant figures.

Two quantities $P\,$ and $Q\,$ are related, and the graph of $log_{10} P$ against $log_{10} Q$ is a straight line with gradient 1.5 which meets the vertical axis at 0.8.

Show that $P\,$ and $Q\,$ can be connected by the equation $P = aQ^b$ and find the values of $a\,$ and $b$ , giving $a\,$ to 3 significant figures.

1 Pure Mathematics

Question 154

Markscheme

1 Pure Mathematics

Question 154

Markscheme

1 Pure Mathematics

Question 154

1 Pure Mathematics Questions

1 Pure Mathematics

Question 154

1 Pure Mathematics Questions