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ag.algebraic geometry – Is the worth of the obligation at integer transcendental? retort

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ag.algebraic geometry – Is the worth of the obligation at integer transcendental?

Let the obligation

$$F(x)=sum_0^{infty}a_i x^i,qquad a_iin mathcal{N} cup {0},forall i,area 0 leq a_i leq 9.$$
breathe transcendental.

Is $F(n)$ at n the integer transcendental? especally $F(n)$ at 10 the integer transcendental?
Or any reference for the query?

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