There are three possible scenarios exactly $10$ months from now.

Scenario #$1$: Asset A is worth $$50,$ Asset B is worth $$33$ and Asset $C$ is worth $$8.$

Scenario #$2$: Asset A is worth $$60,$ Asset B is worth $$40$ and Asset $C$ is worth $$10.$

Scenario #$3$: Asset A is worth $$70,$ Asset B is worth $$41$ and Asset $C$ is worth $$6.$

Is Asset A currently costs $$55\mathrm{.}89$ and Asset C currently costs $$6\mathrm{.}96,$ then what should Asset B

currently cost? Round to the nearest penny.

See if you can spot the mathematical relationship between the possible future values of

these three assets and then work from there.

The correct answer is: $34\mathrm{.}91$