$$ 1 \leftarrow \quad $$ Find the degree of the polynomial. $$ x^{2}+5 x^{7}+4 x+5 x^{6}+6 $$ The degree is $$ \square $$. (Type a whole number.)

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1. Write the polynomial: 
   $$
   x^{2} + 5x^{7} + 4x + 5x^{6} + 6
   $$

2. Identify the degree of each term:
   - $$x^2$$ has degree $$2$$.
   - $$5x^7$$ has degree $$7$$.
   - $$4x$$ has degree $$1$$.
   - $$5x^6$$ has degree $$6$$.
   - $$6$$ (a constant) has degree $$0$$.

3. The degree of the polynomial is the largest of these degrees, which is $$7$$.

The degree is $$7$$.
The degree of the polynomial is 7.

\( 1 \leftarrow \quad \) Find the degree of the polynomial. \[ x^{2}+5 x^{7}+4 x+5 x^{6}+6 \] The degree is \( \square \). (Type a whole number.)

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