I have a question regarding the maximum and minimum values of $y-3x+4$ for which point $(x,y)$ moves along circle $(x-2)^2+y^2=1$. I can calculate the question but I do not know where to locate the maximum and minimum values on the graph.
2026-03-29 07:37:39.1774769859
Circles1 with maximum and minimum values
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Approach the problem geometrically:
Also, the max value is not $-2+\sqrt{10}$ as you can see in picture.