Suppose that the supply function for lamb in Australia is (Q=149+8 p-9 p), where (Q) is the

Question:

Suppose that the supply function for lamb in Australia is $Q=149+8 p-9 p$, where $Q$ is the quantity in millions of $\mathrm{kg}$ of lamb per year, and $p$ and $p_{s}$ are the prices of lamb and sheep, respectively, in Australian dollars per kg. How does the supply curve change if the price of sheep increases from AU\$5 to AU\$5.50 per kg?

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