A triangle is formed by the points (6,0) , (0,0) , (0,6). How many points with integer coordinates are in the interior of the triangle?
How many points with integer coordinates are in the interior of the triangle?
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\(m=-1\\ f(x)=-1(x-6)+0\\ f(x)=-x+6\)
\(n_p=1+2+3+4=10\)
10 points with integer coordinates are in the interior of the triangle.
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