Expected value with calculated probabilities

Laila is playing a game where there are $4$‍ blue markers and $6$‍ red markers in a box. She is going to pick $3$‍ markers, and replace each marker immediately after she picks it.

If she picks all $3$‍ red markers, she will win a total of $\mathrm{\$}400$‍. If the first $2$‍ markers she picks are blue, she will win a total of $\mathrm{\$}300$‍. Under any other outcome, she will win $\mathrm{\$}0$‍.

What is the expected value of Laila's winnings?
Round your answer to the nearest cent.
$\mathrm{\$}$‍