$$ x^{\wedge} 6-8 x^{\wedge} 4+2 x^{\wedge} 3-3 x+10 $$ Arrange in ascending order

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1. Identify all the terms in the polynomial:
   - $$ x^6 $$
   - $$-8x^4 $$
   - $$ 2x^3 $$
   - $$-3x $$
   - $$ 10 $$

2. Arrange these terms in ascending order of degree (from the constant term to the highest degree term):
   - Degree 0: $$ 10 $$
   - Degree 1: $$-3x $$
   - Degree 3: $$ 2x^3 $$
   - Degree 4: $$-8x^4 $$
   - Degree 6: $$ x^6 $$

3. The polynomial arranged in ascending order is:
$$
10 - 3x + 2x^3 - 8x^4 + x^6
$$
Arrange the polynomial in ascending order: $$ 10 - 3x + 2x^3 - 8x^4 + x^6 $$.

\( x^{\wedge} 6-8 x^{\wedge} 4+2 x^{\wedge} 3-3 x+10 \) Arrange in ascending order

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