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The gradient of the line joining the points (9,a) and (2a,1) is 2/a where a is not equal to 0. Calculate the possible values of a. Ans: 3 or -6 but I can't get the answer.
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\[\frac{a-1}{9-2a}=\frac{2}{a}\] is what you need to solve
\[a(a-1)=2(9-2a)\] \[a^2-a=18-4a\] \[a^2+3a-18=0\] etc
\[3^2+18=0\]
18^2 has a A
so solve for a
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