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The cost of a motorcycle $6,500 and markup prices 80%

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Solving for retail price of a $6,500 motorcycle given a 80% markup:

We know that the original price of the bike is $6,500, and we want to obtain 80% of profit when we sell it.

Therefore, we ought to calculate the 80% of $6,500 , and then add this value to the original price.

A simple formula for the y percentage of x (y% of x) is:


x*(y)/(100)

Applying it to this problem to find 80% of $6,500:


6500*(80)/(100)=5200

Adding up the $6,500 of the original price with the markup of 80% ($5,200), we get:


6500+5200=11700

Thus, the retail price of the motorcycle, if we want to obtain an 80% markup, should be $11,700

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