A Ducati motorcycle costs $$30,000$

after tax. Trader A plans to finance the

purchase of this motorcycle with

winnings from GME stock.

Trader A has $$6,900.$ On Monday,

Trader A goes all in on GME stock,

buying as many shares as possible for a

price of $$680$ per share.

Trader A pays $$10$ in total commission

and fees on this transaction and

expects to pay the same amount when

he sells his GME stock.

With their remaining capital, Trader A

purchases as many Dogecoin as they

can for a price of $$0\mathrm{.}05$ per Dogecoin

with no transaction cost.

Trader A asks Quant W to model the

expected price move per day, in

percentage terms relative to previous

day, of GME and Dogecoin over the next

$2$ days. At the end of Wednesday,

Trader A plans to sell their GME

holdings.

If Trader A can afford the Ducati,

Trader A will buy the Ducati, and put

the rest of their capital into Dogecoin.

If Trader A cannot afford it$,$ Trader A

will donate the money raised from

selling GME to the local homeless

shelter.

Based on Quant W$\text{'}$s model, what is the

expected number of Dogecoin Trader A

will own after Wednesday?

$1250$

$900$

$700$

$4250$

$238886$

$236521$

$18518$

$1800$

$2000$

$118260$