Ontario Bikes is thinking of developing a new e$-$bike that would be adapted to the Canadian winters. Developing the new bike will cost $$15$ million dollars and Ontario Bikes thinks that the new product will have a product life cycle of $8$ years $($i$.$e$.,$ sales of the e$-$bike will cease after seven years$).$ Assume that the cost of capital is $10\%$ and that each bike can be sold for a $$1,200$ profit. How many bikes must be sold per year for this project to break$-$even? Round your answer to next highest integer $($e$.$g$.,$ if your answer is $9\mathrm{.}15,$ then choose $10)$

Question $2$ options:

$2517$

$2192$

None of the above

$1239$

$2739$