An asset was issued $11$ months ago. The asset promised to make semi$-$annual payments $($one payment every six months$)$ of $$90$ each, from the date of issuance, for two years. All payments are equally risky and thus they have the same discount rate. You've decided that the discount rate is $18\%.$ According to these numbers, how much is the asset worth to you today? Round your answer to the NEAREST DOLLAR.

Answer: $$

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An asset was issued $11$ months ago. The asset promised to make semi$-$annual payments $($one payment every six months$)$ of $$90$ each, from the date of issuance, for two years. All payments are equally risky and thus they have the same discount rate. You've decided that the discount rate is $18\%.$ According to these numbers, how much is the asset worth to you today? Round your answer to the NEAREST DOLLAR.

Answer: $$

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An asset was issued $11$ months ago. The asset promised to make semi$-$annual payments $($one payment every six months$)$ of $$90$ each, from the date of issuance, for two years. All payments are equally risky and thus they have the same discount rate. You've decided that the discount rate is $18\%.$ According to these numbers, how much is the asset worth to you today? Round your answer to the NEAREST DOLLAR.

Answer: $$

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