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Omni-MATH / There are eleven positive integers n such that there exists a convex polygon with n sides whose angles, in degrees, are unequal integers that are in arithmetic progression. Find th…

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problem

There are eleven positive integers nn such that there exists a convex polygon with nn sides whose angles, in degrees, are unequal integers that are in arithmetic progression. Find the sum of these values of nn.
Plain-text mathematical notation (without MathML)
There are eleven positive integers n such that there exists a convex polygon with n sides whose angles, in degrees, are unequal integers that are in arithmetic progression. Find the sum of these values of n.
Original LaTeX notation
There are eleven positive integers $n$ such that there exists a convex polygon with $n$ sides whose angles, in degrees, are unequal integers that are in arithmetic progression. Find the sum of these values of $n$.

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Source and history

task_id
cd6bf55e-e676-5952-9432-68f1ae84e7b2
task_key
test--cd6bf55e-e676-5952-9432-68f1ae84e7b2
task_revision_id
1
config / split
/ test

Official source

initial import