Use $$0, 1, 2, 3, 4$$ to make the any of those numbers:

$$331, 333, 435, 452, 455, 458, 461, 469, 470$$

1. You should use all $$5$$ digits $$0, 1, 2, 3, 4$$ every precisely as soon as. You could make multi-digit numbers out of the numbers, e.g. $$120$$ or $$42$$.

2. The sq. perform could NOT be used. Nor could the dice, increase to a fourth energy, or every other perform that raises a quantity to a selected energy.
You could use the ^ operation if you happen to use a digit, for instance, $$[(10 + 3)^2 +4]$$ is suitable as a result of $$0, 1, 2, 3, 4$$ is used. However, $$[(10 + 3)^2 +4+2]$$ cannot be used as a result of it makes use of an additional $$2$$.

3. The integer perform could NOT be used. Nor could the spherical, flooring, ceiling, repeating or concatenation image, or truncate features.

4. The sq. root, multi factorial, subfactorial and decimal level could NOT be used.

5. $$+, -, *, /, (), textual content{^}, textual content{and }!$$ (factorial) could also be used for features. Example: factorial could also be used greater than as soon as, e.g. $$(3!)!=720$$ is suitable.

From the numbers $$0 textual content{ ~ } 500$$, these $$9$$ numbers above are the one ones I did not get.

452

$$(10^{(2)}+3)times4=(10cdot11+3)times4=113cdot4=452$$